# Ficha técnica — VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL | Medi Info > For the complete documentation index, see [llms.txt](/llms.txt) Fuente: Medi Info, con datos procedentes de AEMPS/CIMA. URL consultada: https://www.mediinfo.es/medicamento/vejicur-polvo-y-disolvente-para-suspension-intravesical-64882/ficha-tecnica/ Descripción: Ficha técnica oficial segmentada de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL (64882): 31 secciones con composición, forma farmacéutica, indicaciones, posología, contraindicaciones, interacciones, embarazo, lactancia, efectos adversos y más. Información AEMPS para profesionales sanitarios. --- - [Inicio](https://www.mediinfo.es/) - [Medicamentos](https://www.mediinfo.es/medicamentos/) - [VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](https://www.mediinfo.es/medicamento/vejicur-polvo-y-disolvente-para-suspension-intravesical-64882/) - Ficha técnica [Volver a la ficha de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](https://www.mediinfo.es/medicamento/vejicur-polvo-y-disolvente-para-suspension-intravesical-64882/) ## Ficha técnica del medicamento Documento de referencia para profesionales sanitarios. Información oficial AEMPS. Buscar en la ficha técnica Buscar en la ficha técnica Contenido de la ficha técnica Desplegar todo Plegar todo - 1. NOMBRE DEL MEDICAMENTO - 2. COMPOSICIÓN CUALITATIVA Y CUANTITATIVA - 3. FORMA FARMACÉUTICA - 4. DATOS CLÍNICOS - 4.1. Indicaciones terapéuticas - 4.2. Posología y forma de administración - 4.3. Contraindicaciones - 4.4. Advertencias y precauciones especiales de empleo - 4.5. Interacción con otros medicamentos y otras formas de interacción - 4.6. Fertilidad, embarazo y lactancia - 4.6.1. Embarazo - 4.6.2. Lactancia - 4.6.3. Fertilidad - 4.7. Efectos sobre la capacidad para conducir y utilizar máquinas - 4.8. Reacciones adversas - 4.9. Sobredosis - 5. PROPIEDADES FARMACOLÓGICAS - 5.1. Propiedades farmacodinámicas - 5.2. Propiedades farmacocinéticas - 5.3. Datos preclínicos sobre seguridad - 6. DATOS FARMACÉUTICOS - 6.1. Lista de excipientes - 6.2. Incompatibilidades - 6.3. Periodo de validez - 6.4. Precauciones especiales de conservación - 6.5. Naturaleza y contenido del envase - 6.6. Precauciones especiales de eliminación y otras manipulaciones - 7. TITULAR DE LA AUTORIZACIÓN DE COMERCIALIZACIÓN - 8. NÚMERO(S) DE AUTORIZACIÓN DE COMERCIALIZACIÓN - 9. FECHA DE LA PRIMERA AUTORIZACIÓN/ RENOVACIÓN DE LA AUTORIZACIÓN - 10. FECHA DE LA REVISIÓN DEL TEXTO ### 1. NOMBRE DEL MEDICAMENTO Vejicur, polvo y disolvente para suspensión intravesical. ### 2. COMPOSICIÓN CUALITATIVA Y CUANTITATIVA Tras la reconstitución un vial contiene: BCG (bacilo de Calmette‑Guérin) derivado de Mycobacterium bovis , cepa RIVM derivada de la cepa 1173-P2 2 x 108 a 3 x 109 unidades viables Para consultar la lista completa de excipientes ver sección 6.1. ### 3. FORMA FARMACÉUTICA Polvo y disolvente para suspensión intravesical Polvo: Polvo blanco o casi blanco, o masa porosa con tonos amarillos y grises Disolvente: Solución incolora y transparente ### 4. DATOS CLÍNICOS ### 4.1. Indicaciones terapéuticas Tratamiento del carcinoma urotelial no invasivo de vejiga: - Tratamiento curativo del carcinoma in situ - Tratamiento profiláctico de la recidiva de: - Carcinoma urotelial limitado a la mucosa. - Ta G1-G2 si el tumor es multifocal y/o recurrente - Ta G3 - Carcinoma urotelial que infiltra la lámina propia pero no la muscular de la vejiga (T1) -    Carcinoma in situ ### 4.2. Posología y forma de administración Vejicur debe ser administrado por profesionales sanitarios con experiencia en este tratamiento. Este medicamento está destinado para su administración intravesical tras la reconstitución. Para consultar las instrucciones de preparación de la suspensión antes de su administración, ver sección 6.6. Posología Adultos y personas de edad avanzada El contenido de un vial, resuspendido según se indica,  es necesario para una instilación en la vejiga urinaria. Terapia de inducción El tratamiento con BCG debe iniciarse aproximadamente 2‑3 semanas después de la resección transuretral (RTU) o de la biopsia de vejiga, y sin cateterización traumática, repitiéndose a intervalos semanales durante 6 semanas. En los tumores de riesgo intermedio y alto, debe ir seguido de tratamiento de mantenimiento. A continuación se describen los esquemas para el tratamiento de mantenimiento. Terapia de mantenimiento En base a estudios clínicos, se recomienda enfáticamente el tratamiento de mantenimiento tras la inducción. El esquema de mantenimiento recomendado consiste en 3 instilaciones a intervalos semanales durante un mínimo de 1 año hasta un máximo de 3 años en los meses 3, 6, 12, 18, 24, 30 y 36. En este esquema, se administra un máximo de 27 instilaciones durante un período de tres años. Aunque la terapia de mantenimiento reduce la recidiva y puede reducir la progresión, las reacciones adversas y las molestias del tratamiento pueden superar los beneficios en algunos pacientes. Por tanto, es importante valorar la relación beneficio-riesgo y tener en cuenta las preferencias del paciente antes de empezar o continuar el tratamiento de mantenimiento. La necesidad de tratamiento de mantenimiento cada 6 meses más allá del primer año de tratamiento deberá ser evaluada más en profundidad sobre la base de la clasificación tumoral y la respuesta clínica. Población pediátrica No se ha establecido la seguridad y eficacia del medicamento en niños. No se dispone de datos. Forma de administración El paciente no debe beber nada durante el período comprendido entre las 4 horas anteriores a la instilación y las 2 horas posteriores a la misma. Se inserta un catéter uretral en la vejiga en condiciones asépticas. Se debe utilizar una cantidad suficiente de lubricante para reducir la posibilidad de trauma a la mucosa urinaria y en consecuencia el riesgo de complicaciones graves, y también para reducir la molestia para el paciente asociada con el procedimiento. Antes de la instilación de BCG debe vaciarse la vejiga. El vaciado completo de la vejiga tras la cateterización reduce el lubricante residual que podría haber llegado a la vejiga antes de la instilación del medicamento. Vejicur se introduce en la vejiga a baja presión por medio de un catéter. La suspensión de Vejicur instilada debe permanecer en la vejiga durante un período de 2 horas. Durante este período, la suspensión debe mantener el contacto suficiente con toda la superficie mucosa de la vejiga. Por tanto, el paciente debe ser movilizado lo más posible o, en caso de que el paciente esté en cama, se lo deberá cambiar de posición, de decúbito supino a decúbito ventral y viceversa, cada 15 minutos. Después de 2 horas, el paciente debe orinar para eliminar la suspensión instilada, en posición sentada. En caso de ausencia de una contraindicación médica específica, se recomienda la hiperhidratación del paciente durante las 48 horas siguientes a cada instilación. A los pacientes tratados con Vejicur se les debe entregar el prospecto del medicamento y la tarjeta de alerta para pacientes. ### 4.3. Contraindicaciones Hipersensibilidad al principio activo o a alguno de los excipientes incluidos en la sección 6.1. Vejicur no se debe utilizar en pacientes inmunodeprimidos o personas con deficiencias inmunológicas congénitas o adquiridas, ya sea debido a una enfermedad concurrente (p. ej., serología positiva para VIH, leucemia, linfoma), a terapia oncológica (p. ej., medicamentos citostáticos, radiación) o a terapia inmunosupresora (p. ej., corticoesteroides). Vejicur no debe administrarse a personas con tuberculosis activa . La tuberculosis activa debe descartarse mediante una anamnesis adecuada y, en caso de estar indicado, mediante pruebas diagnósticas de conformidad con las directrices locales. Antecedentes de radioterapia vesical. El tratamiento con Vejicur está contraindicado en mujeres durante la lactancia (ver sección 4.6). Vejicur no debe instilarse antes de 2 ó 3 semanas después de una RTU, una biopsia de vejiga o un cateterismo traumático. Perforación de la vejiga, que podría provocar un aumento del riesgo de infecciones sistémicas graves (ver sección 4.4). Infección aguda de las vías urinarias (ver sección 4.4). La leucocituria asintomática aislada y la bacteriuria asintomática no son contraindicaciones para el tratamiento intravesical con Vejicur, y no es necesaria una profilaxis con antibióticos. ### 4.4. Advertencias y precauciones especiales de empleo Vejicur no se debe utilizar para administración subcutánea, intradérmica, intramuscular o intravenosa, ni para vacunación. Tratamiento de síntomas, signos o síndromes. Ver sección 4.8. Precauciones para la manipulación Vejicur no debe manipularse ni en la misma habitación, ni por el mismo personal que prepara medicamentos citotóxicos para administración intravenosa. Vejicur no debe ser manipulado por una persona que presente una inmunodeficiencia conocida. Debe evitarse el contacto de Vejicur con la piel y las mucosas. La contaminación puede dar lugar a una reacción de hipersensibilidad o a infección de la zona afectada. Derramamiento de Vejicur El derramamiento de la suspensión de Vejicur debe tratarse con un desinfectante con actividad demostrada frente a micobacterias. Si se derrama sobre la piel, debe tratarse con un desinfectante adecuado. Higiene general para el paciente Se recomienda lavarse las manos y la zona de los genitales después de orinar. Esto es especialmente aplicable en las primeras micciones tras la instilación de BCG. Si las lesiones cutáneas se contaminan, se recomienda el uso de un desinfectante adecuado. Pruebas con tuberculina Pruebas cutáneas El tratamiento intravesical con Vejicur podría inducir sensibilidad a la tuberculina y complicar la posterior interpretación de la prueba cutánea de la tuberculina para el diagnóstico de infecciones micobacterianas. En consecuencia, se deberá medir la reactividad a la tuberculina antes de la administración de Vejicur. Detección del bacilo de Calmette Guérin Los médicos deben tener en cuenta que los resultados negativos en análisis o cultivos de muestras de biopsias no descartan una infección sistémica por BCG. En varios casos, no pudo detectarse el germen aunque el paciente sufría una infección sistémica por BCG. Los métodos disponibles (microscopia, PCR y/o cultivos y/o una detección de histología compatible con tuberculosis) no son fiables. Infecciones/reacciones sistémicas graves por BCG La instilación traumática podría fomentar acontecimientos septicémicos por BCG, con posible shock séptico y una situación potencialmente mortal. Por información sobre las opciones de tratamiento, ver sección 4.8. Antes de cada instilación vesical con BCG debe excluirse la infección de las vías urinarias (la inflamación de la membrana mucosa vesical puede aumentar el riesgo de diseminación hematológica del BCG). Si se diagnostica una infección de las vías urinarias durante la terapia con BCG, ésta debe interrumpirse hasta que el análisis de orina se haya normalizado y el tratamiento con antibióticos haya terminado. Debe considerarse la posibilidad de infecciones sistémicas graves por BCG que requieran tratamiento antituberculoso antes de iniciar el tratamiento con BCG, especialmente en los pacientes de edad avanzada (ver Pacientes de edad avanzada) y los pacientes con insuficiencia hepática. Se han notificado infecciones/reacciones sistémicas graves por BCG en menos del 5% de la población de los estudios. Para más información sobre signos y síntomas, consultar la sección 4.8. En caso de sospecha de infección sistémica se debe consultar a un médico especialista en enfermedades infecciosas. La infección por BCG puede ser potencialmente fatal. Para  más información, consultar la sección 4.8. En contraste con las infecciones sistémicas, el síndrome de Reiter se presenta principalmente como una reacción inmunomediada, que no necesariamente es provocada por la diseminación del BCG sino que podría también desencadenarse por BCG localizado únicamente en el sistema del tracto urinario. Fiebre o hematuria intensa El tratamiento debe posponerse hasta la resolución de la fiebre concurrente o la hematuria intensa. Baja capacidad vesical El riesgo de contractura vesical puede aumentar en pacientes con baja capacidad vesical. HLA-B27 Los pacientes con HLA-B27 positivo pueden sufrir un aumento de la incidencia de artritis reactiva o de síndrome de Reiter. Exacerbación de una infección latente por BCG (incluida la demora en el diagnóstico) Se han notificado casos individuales en los cuales la bacteria BCG permaneció en el organismo por varios años. Estas infecciones latentes por BCG podrían exacerbarse años después de la infección inicial, y manifestarse especialmente a partir de neumonitis granulomatosa, abscesos, aneurismas infectados, infección de un implante, injerto o el tejido circundante. Debe informarse al paciente de la posibilidad de una exacerbación tardía de infecciones latentes por BCG, y se le deberá instruir sobre las medidas a tomar si se presentaran síntomas como fiebre y pérdida de peso de origen desconocido. En caso de sospecha de exacerbación de una infección por BCG latente, se debe consultar a un médico especialista en enfermedades infecciosas. Pacientes de edad avanzada No está contraindicada la administración de BCG en pacientes de edad avanzada. No obstante, se debe considerar el riesgo de una infección/reacción sistémica por BCG antes de hacer la primera administración. Los pacientes de edad avanzada pueden sufrir insuficiencia renal o hepática, lo que podría influir en  el tratamiento con medicamentos antituberculosos en caso de infección/reacción sistemática grave por BCG. También se debe tener especial cuidado en los pacientes de edad avanzada con un estado general disminuido. Embarazo No se recomienda utilizar Vejicur durante el embarazo (ver sección 4.6). Pacientes en contacto con personas inmunodeprimidas Los pacientes tratados con Vejicur deben emplear medidas higiénicas adecuadas si están en contacto con pacientes inmunodeprimidos. La bacteria M. bovis es menos patógena que la M. tuberculosis , y hasta el momento no se ha notificado transmisión de persona a persona, pero no puede excluirse, especialmente en pacientes inmunodeprimidos. Transmisión sexual Hasta el momento, no se ha descrito la transmisión sexual del BCG, pero se recomienda usar preservativo durante las relaciones sexuales mantenidas en la semana siguiente al tratamiento con BCG. Trazabilidad Con el objetivo de mejorar la trazabilidad de los medicamentos biológicos, el nombre y el número de lote del medicamento administrado deben estar claramente registrados. ### 4.5. Interacción con otros medicamentos y otras formas de interacción Las bacterias BCG son sensibles a los medicamentos antituberculosos (p. ej., etambutol, estreptomicina, ácido p‑aminosalicílico [PAS], isoniazida [INH] y rifampicina), a los antibióticos y a los antisépticos. Se han descrito resistencias frente a la pirazinamida y la cicloserina. Durante el tratamiento mediante instilación vesical de BCG, debe evitarse la administración concomitante de agentes antituberculosos y antibióticos como fluoroquinolonas, doxiciclina o gentamicina, debido a la sensibilidad del BCG a dichos medicamentos. ### 4.6. Fertilidad, embarazo y lactancia #### 4.6.1. Embarazo No hay datos o éstos son limitados relativos al uso de BCG en mujeres embarazadas. No se han realizado estudios sobre reproducción animal. No se recomienda utilizar Vejicur durante el embarazo. #### 4.6.2. Lactancia No se dispone de información suficiente relativa a la excreción de BCG/metabolitos en la leche materna. Vejicur está contraindicado durante la lactancia (ver sección 4.3). #### 4.6.3. Fertilidad Se ha observado que la terapia intravesical con BCG afecta negativamente a la espermatogénesis y podría causar oligozoospermia o azoospermia. Los estudios realizados en animales sugieren que estos efectos podrían ser transitorios y reversibles. No obstante, los varones deben solicitar consejo sobre la posibilidad de preservar sus espermatozoides antes de empezar la terapia. ### 4.7. Efectos sobre la capacidad para conducir y utilizar máquinas Síntomas locales o sistémicos durante el tratamiento con Vejicur podrían afectar a la capacidad para conducir o utilizar maquinaria. ### 4.8. Reacciones adversas A continuación se enumeran las reacciones adversas, clasificadas por grupos y sistemas y por frecuencia. Las frecuencias se definen como: muy frecuentes (? 1/10), frecuentes (? 1/100 a Las reacciones adversas se presentan en orden decreciente de gravedad dentro de cada frecuencia. #### Clasificación por grupos y sistemas | #### Frecuencia y reacciones adversas | Infecciones e infestaciones | Muy frecuentes Cistitis y reacciones inflamatorias (granuloma) de la vejiga, prostatitis granulomatosa asintomática Poco frecuentes Infección de las vías urinarias, orquitis, epididimitis, prostatitis granulomatosa sintomática, infección/reacción sistémica grave al BCG, sepsis por BCG, neumonitis miliar, absceso cutáneo, síndrome de Reiter (conjuntivitis, oligoartritis asimétrica y cistitis) Raras Infección vascular (p. ej.: aneurisma infectado), absceso renal Muy raras Infección por BCG de los implantes y tejidos adyacentes (p. ej.: infección del injerto aórtico, desfibrilador cardiaco, artroplastia de cadera o rodilla), infección localizada de ganglios linfáticos, osteomielitis, infección de la médula ósea, peritonitis, absceso de psoas, infección del glande, orquitis o epididimitis resistente a la terapia antituberculosa | Trastornos de la sangre y del sistema linfático | Poco frecuentes Citopenia, anemia Muy raros Linfadenitis cervical Frecuencia no conocida Síndrome hemofagocítico | Trastornos del sistema inmunológico | Muy frecuentes Reacción sistémica transitoria al BCG (fiebre <38,5 C, síntomas pseudogripales que incluyen malestar, fiebre, escalofríos, indisposición general, mialgia) Muy raras Reacción de hipersensibilidad (p. ej.: edema palpebral, tos) | Trastornos oculares | Muy raras Coriorretinitis, conjuntivitis, uveítis | Trastornos vasculares | Poco frecuentes Hipotensión Muy raras Fístula vascular Frecuencia no conocida Vasculitis (incluida la vasculitis del sistema nervioso central) | Trastornos respiratorios, torácicos y mediastínicos | Poco frecuentes Granuloma pulmonar | Trastornos gastrointestinales | Muy frecuentes Náuseas Frecuentes Diarrea, dolor abdominal Muy raras Vómitos, fístula intestinal | Trastornos hepatobiliares | Poco frecuentes Hepatitis | Trastornos de la piel y del tejido subcutáneo | Poco frecuentes Erupción | Trastornos musculoesqueléticos y del tejido conjuntivo | Frecuentes Mialgia Poco frecuentes Artritis, artralgia | Trastornos renales y urinarios | Muy frecuentes Frecuencia miccional con molestias y dolor Frecuentes Incontinencia urinaria Poco frecuentes Hematuria macroscópica, retención vesical, obstrucción de las vías urinarias, contracción vesical Frecuencia no conocida Insuficiencia renal, pielonefritis, nefritis (incluidas nefritis tubulointersticial, nefritis intersticial y glomerulonefritis) | Trastornos del aparato reproductor y de la mama | Frecuencia no conocida: Trastornos genitales (p. ej.: dolor vaginal, dispareunia), oligozoospermia, azoospermia | Trastornos generales y alteraciones en el lugar de administración | Muy frecuentes Fatiga Frecuentes Fiebre >38,5 C Muy raras Edema periférico | Exploraciones complementarias | Poco frecuentes Aumento de las enzimas hepáticas Frecuencia no conocida Aumento del antígeno prostático específico (PSA) | Las reacciones adversas al tratamiento con BCG son frecuentes, pero generalmente leves y transitorias. Las reacciones adversas suelen aumentar con el número de instilaciones de BCG. Pueden producirse, de forma frecuente, casos de mialgia, y de forma poco frecuente casos de artritis/artralgias y erupciones cutáneas. En la mayoría de los casos de artritis, artralgias y erupción cutánea, éstas pueden atribuirse a reacciones de hipersensibilidad del paciente al BCG. Puede ser necesario en algunos casos interrumpir la administración de Vejicur. Reacciones adversas locales Se producen molestias y dolor a la micción, así como frecuencia miccional hasta en el 90% de los pacientes. La cistitis y la reacción inflamatoria (granulomas) pueden ser una parte esencial de la actividad antitumoral. Otras reacciones adversas locales que se observan con poca frecuencia son: hematuria macroscópica, infección de las vías urinarias, retracción vesical, obstrucción urinaria, contractura vesical, prostatitis granulomatosa sintomática, orquitis y epididimitis. Rara vez se observan abscesos renales. Con una frecuencia no conocida pueden producirse trastornos genitales (p. ej.: dolor vaginal, dispareunia). Reacción sistémica transitoria al BCG Pueden producirse febrícula, síntomas pseudogripales y malestar general. Estos síntomas suelen remitir en 24‑48 horas y deben tratarse mediante tratamiento sintomático habitual. Estas reacciones son signos del inicio de una reacción inmunitaria. Todos los pacientes a los que se administre el medicamento han de ser vigilados estrechamente, y se les debe aconsejar que comuniquen todas las incidencias de fiebre y otros episodios no relacionados con las vías urinarias. #### Infecciones/reacciones adversas sistémicas graves Distinguir una infección por BCG de una reacción inmunitaria al BCG plantea un desafío, ya que al principio los síntomas son muy parecidos. En contraste, una reacción sistémica transitoria al BCG es una reacción adversa muy frecuente que debe diferenciarse. Los signos y síntomas clínicos de una infección/reacción por BCG al inicio son fiebre de >39,5 ºC durante un mínimo de 12 horas, fiebre de >38,5 ºC durante un mínimo de 48 horas y un empeoramiento del estado general. Los signos típicos de una infección son el desarrollo de neumonía miliar, hepatitis granulomatosa, anomalías en las pruebas de función hepática (especialmente una elevación de la fosfatasa alcalina), disfunción orgánica (distinta del tracto genitourinario) con inflamación granulomatosa en la biopsia con el paso del tiempo. En caso de sospecha de infección sistémica se debe consultar a un médico especialista en enfermedades infecciosas. La infección por BCG puede ser potencialmente fatal. Si bien los síntomas de infección sistémica por BCG no difieren de los de la tuberculosis, no es necesario aislar al paciente, dado que la bacteria M. bovis es menos patógena que la M. tuberculosis para los seres humanos. En caso de un brote de una infección latente , los pacientes por lo general presentan síntomas de fiebre y pérdida de peso de origen desconocido. Varios informes de casos indican que el diagnóstico es difícil, ya que los síntomas varían y los médicos no sospechan una relación causal con una infección por BCG. Un diagnóstico correcto y precoz, y en consecuencia un tratamiento adecuado, es importante para la evolución, especialmente en pacientes de edad avanzada o en pacientes debilitados, para evitar consecuencias mortales. Tenga en cuenta que se dispone de una tarjeta de alerta para pacientes centrada en el tema, que debe entregarse al paciente (ver también la sección 4.4.) En caso de sospecha de brote de una infección por BCG latente, se debe consultar a un médico especialista en enfermedades infecciosas. Se puede recomendar la administración adicional de corticosteroides en caso de sepsis, reacciones granulomatosas (p. ej., pulmones o hígado) y otras reacciones inmunomediadas. Recomendaciones sobre el tratamiento, véase la tabla a continuación. #### Tratamiento de síntomas, de signos y del síndrome | #### Síntomas, signos o síndrome | #### Tratamiento | 1) Síntomas de irritación vesical de duración inferior a 48 horas | Tratamiento sintomático | 2) Síntomas de irritación vesical de 48 horas de duración o superior. | Interrumpir el tratamiento con Vejicur e iniciar tratamiento con quinolonas. Si después de 10 días no se ha observado la resolución completa, administrar isoniazida (INH)* durante 3 meses. En caso de tratamiento antituberculoso, el tratamiento con Vejicur deberá suspenderse definitivamente. | 3) Infección bacteriana concomitante en las vías urinarias. | Posponer el tratamiento con Vejicur hasta que el análisis de orina sea normal y haya concluido el tratamiento con antibióticos. | 4) Otras reacciones adversas genitourinarias: prostatitis granulomatosa sintomática, epididimitis y orquitis, obstrucción uretral y absceso renal. | Interrumpir el tratamiento con Vejicur. Administrar isoniazida (INH)* y rifampicina*, durante 3-6 meses según la gravedad. En caso de tratamiento antituberculoso, el tratamiento con Vejicur deberá suspenderse definitivamente. | 5) Fiebre inferior a 38,5ºC de duración inferior a 48 horas. | Tratamiento sintomático con paracetamol. | 6) Erupción cutánea, artralgias o artritis, o síndrome de Reiter | Suspender el tratamiento con Vejicur. Considerar una consulta con un especialista en enfermedades infecciosas. Administrar antihistamínicos o antiinflamatorios no esteroideos. Se debe considerar un tratamiento con cortisona en caso de una reacción inmunomediada. Si no hay respuesta, administrar isoniazida* durante 3 meses. En caso de tratamiento antituberculoso, el tratamiento con Vejicur deberá suspenderse definitivamente. | 7) Reacción/infección sistémica** al BCG sin signos de shock séptico | Suspender definitivamente el tratamiento con Vejicur. Valorar consultar con un especialista en enfermedades infecciosas. Administrar tratamiento antituberculoso con tres fármacos* durante 6 meses y tratamiento con corticosteroides a dosis bajas. | 8) Reacción/infección sistémica al BCG con signos de shock séptico | Suspender definitivamente el tratamiento con Vejicur. Administrar inmediatamente tratamiento antituberculoso* con 3 fármacos combinado con corticoesteroides de acción rápida a altas dosis. Consultar con un especialista en enfermedades infecciosas. | * Precaución : Las bacterias BCG son sensibles a todos los medicamentos antituberculosos, actualmente utilizados, excepto a pirazinamida. Si es necesario un tratamiento antituberculoso con 3 fármacos, la combinación generalmente recomendada es isoniazida (INH), rifampicina y etambutol. ** ver definición anterior Notificación de sospechas de reacciones adversas Es importante notificar sospechas de reacciones adversas al medicamento tras su autorización. Ello permite una supervisión continuada de la relación beneficio/riesgo del medicamento. Se invita a los profesionales sanitarios a notificar las sospechas de reacciones adversas a través del Sistema Español de Farmacovigilancia de Medicamentos de Uso Humano: [www.notificaRAM.es](https://www.notificaRAM.es) ### 4.9. Sobredosis Es improbable que se produzca una sobredosis, ya que un vial de Vejicur corresponde a una dosis. No hay datos que indiquen que una sobredosis pueda producir otros síntomas distintos a las reacciones adversas descritas. ### 4.1. Indicaciones terapéuticas Tratamiento del carcinoma urotelial no invasivo de vejiga: - Tratamiento curativo del carcinoma in situ - Tratamiento profiláctico de la recidiva de: - Carcinoma urotelial limitado a la mucosa. - Ta G1-G2 si el tumor es multifocal y/o recurrente - Ta G3 - Carcinoma urotelial que infiltra la lámina propia pero no la muscular de la vejiga (T1) -    Carcinoma in situ ### 4.2. Posología y forma de administración Vejicur debe ser administrado por profesionales sanitarios con experiencia en este tratamiento. Este medicamento está destinado para su administración intravesical tras la reconstitución. Para consultar las instrucciones de preparación de la suspensión antes de su administración, ver sección 6.6. Posología Adultos y personas de edad avanzada El contenido de un vial, resuspendido según se indica,  es necesario para una instilación en la vejiga urinaria. Terapia de inducción El tratamiento con BCG debe iniciarse aproximadamente 2‑3 semanas después de la resección transuretral (RTU) o de la biopsia de vejiga, y sin cateterización traumática, repitiéndose a intervalos semanales durante 6 semanas. En los tumores de riesgo intermedio y alto, debe ir seguido de tratamiento de mantenimiento. A continuación se describen los esquemas para el tratamiento de mantenimiento. Terapia de mantenimiento En base a estudios clínicos, se recomienda enfáticamente el tratamiento de mantenimiento tras la inducción. El esquema de mantenimiento recomendado consiste en 3 instilaciones a intervalos semanales durante un mínimo de 1 año hasta un máximo de 3 años en los meses 3, 6, 12, 18, 24, 30 y 36. En este esquema, se administra un máximo de 27 instilaciones durante un período de tres años. Aunque la terapia de mantenimiento reduce la recidiva y puede reducir la progresión, las reacciones adversas y las molestias del tratamiento pueden superar los beneficios en algunos pacientes. Por tanto, es importante valorar la relación beneficio-riesgo y tener en cuenta las preferencias del paciente antes de empezar o continuar el tratamiento de mantenimiento. La necesidad de tratamiento de mantenimiento cada 6 meses más allá del primer año de tratamiento deberá ser evaluada más en profundidad sobre la base de la clasificación tumoral y la respuesta clínica. Población pediátrica No se ha establecido la seguridad y eficacia del medicamento en niños. No se dispone de datos. Forma de administración El paciente no debe beber nada durante el período comprendido entre las 4 horas anteriores a la instilación y las 2 horas posteriores a la misma. Se inserta un catéter uretral en la vejiga en condiciones asépticas. Se debe utilizar una cantidad suficiente de lubricante para reducir la posibilidad de trauma a la mucosa urinaria y en consecuencia el riesgo de complicaciones graves, y también para reducir la molestia para el paciente asociada con el procedimiento. Antes de la instilación de BCG debe vaciarse la vejiga. El vaciado completo de la vejiga tras la cateterización reduce el lubricante residual que podría haber llegado a la vejiga antes de la instilación del medicamento. Vejicur se introduce en la vejiga a baja presión por medio de un catéter. La suspensión de Vejicur instilada debe permanecer en la vejiga durante un período de 2 horas. Durante este período, la suspensión debe mantener el contacto suficiente con toda la superficie mucosa de la vejiga. Por tanto, el paciente debe ser movilizado lo más posible o, en caso de que el paciente esté en cama, se lo deberá cambiar de posición, de decúbito supino a decúbito ventral y viceversa, cada 15 minutos. Después de 2 horas, el paciente debe orinar para eliminar la suspensión instilada, en posición sentada. En caso de ausencia de una contraindicación médica específica, se recomienda la hiperhidratación del paciente durante las 48 horas siguientes a cada instilación. A los pacientes tratados con Vejicur se les debe entregar el prospecto del medicamento y la tarjeta de alerta para pacientes. ### 4.3. Contraindicaciones Hipersensibilidad al principio activo o a alguno de los excipientes incluidos en la sección 6.1. Vejicur no se debe utilizar en pacientes inmunodeprimidos o personas con deficiencias inmunológicas congénitas o adquiridas, ya sea debido a una enfermedad concurrente (p. ej., serología positiva para VIH, leucemia, linfoma), a terapia oncológica (p. ej., medicamentos citostáticos, radiación) o a terapia inmunosupresora (p. ej., corticoesteroides). Vejicur no debe administrarse a personas con tuberculosis activa . La tuberculosis activa debe descartarse mediante una anamnesis adecuada y, en caso de estar indicado, mediante pruebas diagnósticas de conformidad con las directrices locales. Antecedentes de radioterapia vesical. El tratamiento con Vejicur está contraindicado en mujeres durante la lactancia (ver sección 4.6). Vejicur no debe instilarse antes de 2 ó 3 semanas después de una RTU, una biopsia de vejiga o un cateterismo traumático. Perforación de la vejiga, que podría provocar un aumento del riesgo de infecciones sistémicas graves (ver sección 4.4). Infección aguda de las vías urinarias (ver sección 4.4). La leucocituria asintomática aislada y la bacteriuria asintomática no son contraindicaciones para el tratamiento intravesical con Vejicur, y no es necesaria una profilaxis con antibióticos. ### 4.4. Advertencias y precauciones especiales de empleo Vejicur no se debe utilizar para administración subcutánea, intradérmica, intramuscular o intravenosa, ni para vacunación. Tratamiento de síntomas, signos o síndromes. Ver sección 4.8. Precauciones para la manipulación Vejicur no debe manipularse ni en la misma habitación, ni por el mismo personal que prepara medicamentos citotóxicos para administración intravenosa. Vejicur no debe ser manipulado por una persona que presente una inmunodeficiencia conocida. Debe evitarse el contacto de Vejicur con la piel y las mucosas. La contaminación puede dar lugar a una reacción de hipersensibilidad o a infección de la zona afectada. Derramamiento de Vejicur El derramamiento de la suspensión de Vejicur debe tratarse con un desinfectante con actividad demostrada frente a micobacterias. Si se derrama sobre la piel, debe tratarse con un desinfectante adecuado. Higiene general para el paciente Se recomienda lavarse las manos y la zona de los genitales después de orinar. Esto es especialmente aplicable en las primeras micciones tras la instilación de BCG. Si las lesiones cutáneas se contaminan, se recomienda el uso de un desinfectante adecuado. Pruebas con tuberculina Pruebas cutáneas El tratamiento intravesical con Vejicur podría inducir sensibilidad a la tuberculina y complicar la posterior interpretación de la prueba cutánea de la tuberculina para el diagnóstico de infecciones micobacterianas. En consecuencia, se deberá medir la reactividad a la tuberculina antes de la administración de Vejicur. Detección del bacilo de Calmette Guérin Los médicos deben tener en cuenta que los resultados negativos en análisis o cultivos de muestras de biopsias no descartan una infección sistémica por BCG. En varios casos, no pudo detectarse el germen aunque el paciente sufría una infección sistémica por BCG. Los métodos disponibles (microscopia, PCR y/o cultivos y/o una detección de histología compatible con tuberculosis) no son fiables. Infecciones/reacciones sistémicas graves por BCG La instilación traumática podría fomentar acontecimientos septicémicos por BCG, con posible shock séptico y una situación potencialmente mortal. Por información sobre las opciones de tratamiento, ver sección 4.8. Antes de cada instilación vesical con BCG debe excluirse la infección de las vías urinarias (la inflamación de la membrana mucosa vesical puede aumentar el riesgo de diseminación hematológica del BCG). Si se diagnostica una infección de las vías urinarias durante la terapia con BCG, ésta debe interrumpirse hasta que el análisis de orina se haya normalizado y el tratamiento con antibióticos haya terminado. Debe considerarse la posibilidad de infecciones sistémicas graves por BCG que requieran tratamiento antituberculoso antes de iniciar el tratamiento con BCG, especialmente en los pacientes de edad avanzada (ver Pacientes de edad avanzada) y los pacientes con insuficiencia hepática. Se han notificado infecciones/reacciones sistémicas graves por BCG en menos del 5% de la población de los estudios. Para más información sobre signos y síntomas, consultar la sección 4.8. En caso de sospecha de infección sistémica se debe consultar a un médico especialista en enfermedades infecciosas. La infección por BCG puede ser potencialmente fatal. Para  más información, consultar la sección 4.8. En contraste con las infecciones sistémicas, el síndrome de Reiter se presenta principalmente como una reacción inmunomediada, que no necesariamente es provocada por la diseminación del BCG sino que podría también desencadenarse por BCG localizado únicamente en el sistema del tracto urinario. Fiebre o hematuria intensa El tratamiento debe posponerse hasta la resolución de la fiebre concurrente o la hematuria intensa. Baja capacidad vesical El riesgo de contractura vesical puede aumentar en pacientes con baja capacidad vesical. HLA-B27 Los pacientes con HLA-B27 positivo pueden sufrir un aumento de la incidencia de artritis reactiva o de síndrome de Reiter. Exacerbación de una infección latente por BCG (incluida la demora en el diagnóstico) Se han notificado casos individuales en los cuales la bacteria BCG permaneció en el organismo por varios años. Estas infecciones latentes por BCG podrían exacerbarse años después de la infección inicial, y manifestarse especialmente a partir de neumonitis granulomatosa, abscesos, aneurismas infectados, infección de un implante, injerto o el tejido circundante. Debe informarse al paciente de la posibilidad de una exacerbación tardía de infecciones latentes por BCG, y se le deberá instruir sobre las medidas a tomar si se presentaran síntomas como fiebre y pérdida de peso de origen desconocido. En caso de sospecha de exacerbación de una infección por BCG latente, se debe consultar a un médico especialista en enfermedades infecciosas. Pacientes de edad avanzada No está contraindicada la administración de BCG en pacientes de edad avanzada. No obstante, se debe considerar el riesgo de una infección/reacción sistémica por BCG antes de hacer la primera administración. Los pacientes de edad avanzada pueden sufrir insuficiencia renal o hepática, lo que podría influir en  el tratamiento con medicamentos antituberculosos en caso de infección/reacción sistemática grave por BCG. También se debe tener especial cuidado en los pacientes de edad avanzada con un estado general disminuido. Embarazo No se recomienda utilizar Vejicur durante el embarazo (ver sección 4.6). Pacientes en contacto con personas inmunodeprimidas Los pacientes tratados con Vejicur deben emplear medidas higiénicas adecuadas si están en contacto con pacientes inmunodeprimidos. La bacteria M. bovis es menos patógena que la M. tuberculosis , y hasta el momento no se ha notificado transmisión de persona a persona, pero no puede excluirse, especialmente en pacientes inmunodeprimidos. Transmisión sexual Hasta el momento, no se ha descrito la transmisión sexual del BCG, pero se recomienda usar preservativo durante las relaciones sexuales mantenidas en la semana siguiente al tratamiento con BCG. Trazabilidad Con el objetivo de mejorar la trazabilidad de los medicamentos biológicos, el nombre y el número de lote del medicamento administrado deben estar claramente registrados. ### 4.5. Interacción con otros medicamentos y otras formas de interacción Las bacterias BCG son sensibles a los medicamentos antituberculosos (p. ej., etambutol, estreptomicina, ácido p‑aminosalicílico [PAS], isoniazida [INH] y rifampicina), a los antibióticos y a los antisépticos. Se han descrito resistencias frente a la pirazinamida y la cicloserina. Durante el tratamiento mediante instilación vesical de BCG, debe evitarse la administración concomitante de agentes antituberculosos y antibióticos como fluoroquinolonas, doxiciclina o gentamicina, debido a la sensibilidad del BCG a dichos medicamentos. ### 4.6. Fertilidad, embarazo y lactancia #### 4.6.1. Embarazo No hay datos o éstos son limitados relativos al uso de BCG en mujeres embarazadas. No se han realizado estudios sobre reproducción animal. No se recomienda utilizar Vejicur durante el embarazo. #### 4.6.2. Lactancia No se dispone de información suficiente relativa a la excreción de BCG/metabolitos en la leche materna. Vejicur está contraindicado durante la lactancia (ver sección 4.3). #### 4.6.3. Fertilidad Se ha observado que la terapia intravesical con BCG afecta negativamente a la espermatogénesis y podría causar oligozoospermia o azoospermia. Los estudios realizados en animales sugieren que estos efectos podrían ser transitorios y reversibles. No obstante, los varones deben solicitar consejo sobre la posibilidad de preservar sus espermatozoides antes de empezar la terapia. ### 4.6.1. Embarazo No hay datos o éstos son limitados relativos al uso de BCG en mujeres embarazadas. No se han realizado estudios sobre reproducción animal. No se recomienda utilizar Vejicur durante el embarazo. ### 4.6.2. Lactancia No se dispone de información suficiente relativa a la excreción de BCG/metabolitos en la leche materna. Vejicur está contraindicado durante la lactancia (ver sección 4.3). ### 4.6.3. Fertilidad Se ha observado que la terapia intravesical con BCG afecta negativamente a la espermatogénesis y podría causar oligozoospermia o azoospermia. Los estudios realizados en animales sugieren que estos efectos podrían ser transitorios y reversibles. No obstante, los varones deben solicitar consejo sobre la posibilidad de preservar sus espermatozoides antes de empezar la terapia. ### 4.7. Efectos sobre la capacidad para conducir y utilizar máquinas Síntomas locales o sistémicos durante el tratamiento con Vejicur podrían afectar a la capacidad para conducir o utilizar maquinaria. ### 4.8. Reacciones adversas A continuación se enumeran las reacciones adversas, clasificadas por grupos y sistemas y por frecuencia. Las frecuencias se definen como: muy frecuentes (? 1/10), frecuentes (? 1/100 a Las reacciones adversas se presentan en orden decreciente de gravedad dentro de cada frecuencia. #### Clasificación por grupos y sistemas | #### Frecuencia y reacciones adversas | Infecciones e infestaciones | Muy frecuentes Cistitis y reacciones inflamatorias (granuloma) de la vejiga, prostatitis granulomatosa asintomática Poco frecuentes Infección de las vías urinarias, orquitis, epididimitis, prostatitis granulomatosa sintomática, infección/reacción sistémica grave al BCG, sepsis por BCG, neumonitis miliar, absceso cutáneo, síndrome de Reiter (conjuntivitis, oligoartritis asimétrica y cistitis) Raras Infección vascular (p. ej.: aneurisma infectado), absceso renal Muy raras Infección por BCG de los implantes y tejidos adyacentes (p. ej.: infección del injerto aórtico, desfibrilador cardiaco, artroplastia de cadera o rodilla), infección localizada de ganglios linfáticos, osteomielitis, infección de la médula ósea, peritonitis, absceso de psoas, infección del glande, orquitis o epididimitis resistente a la terapia antituberculosa | Trastornos de la sangre y del sistema linfático | Poco frecuentes Citopenia, anemia Muy raros Linfadenitis cervical Frecuencia no conocida Síndrome hemofagocítico | Trastornos del sistema inmunológico | Muy frecuentes Reacción sistémica transitoria al BCG (fiebre <38,5 C, síntomas pseudogripales que incluyen malestar, fiebre, escalofríos, indisposición general, mialgia) Muy raras Reacción de hipersensibilidad (p. ej.: edema palpebral, tos) | Trastornos oculares | Muy raras Coriorretinitis, conjuntivitis, uveítis | Trastornos vasculares | Poco frecuentes Hipotensión Muy raras Fístula vascular Frecuencia no conocida Vasculitis (incluida la vasculitis del sistema nervioso central) | Trastornos respiratorios, torácicos y mediastínicos | Poco frecuentes Granuloma pulmonar | Trastornos gastrointestinales | Muy frecuentes Náuseas Frecuentes Diarrea, dolor abdominal Muy raras Vómitos, fístula intestinal | Trastornos hepatobiliares | Poco frecuentes Hepatitis | Trastornos de la piel y del tejido subcutáneo | Poco frecuentes Erupción | Trastornos musculoesqueléticos y del tejido conjuntivo | Frecuentes Mialgia Poco frecuentes Artritis, artralgia | Trastornos renales y urinarios | Muy frecuentes Frecuencia miccional con molestias y dolor Frecuentes Incontinencia urinaria Poco frecuentes Hematuria macroscópica, retención vesical, obstrucción de las vías urinarias, contracción vesical Frecuencia no conocida Insuficiencia renal, pielonefritis, nefritis (incluidas nefritis tubulointersticial, nefritis intersticial y glomerulonefritis) | Trastornos del aparato reproductor y de la mama | Frecuencia no conocida: Trastornos genitales (p. ej.: dolor vaginal, dispareunia), oligozoospermia, azoospermia | Trastornos generales y alteraciones en el lugar de administración | Muy frecuentes Fatiga Frecuentes Fiebre >38,5 C Muy raras Edema periférico | Exploraciones complementarias | Poco frecuentes Aumento de las enzimas hepáticas Frecuencia no conocida Aumento del antígeno prostático específico (PSA) | Las reacciones adversas al tratamiento con BCG son frecuentes, pero generalmente leves y transitorias. Las reacciones adversas suelen aumentar con el número de instilaciones de BCG. Pueden producirse, de forma frecuente, casos de mialgia, y de forma poco frecuente casos de artritis/artralgias y erupciones cutáneas. En la mayoría de los casos de artritis, artralgias y erupción cutánea, éstas pueden atribuirse a reacciones de hipersensibilidad del paciente al BCG. Puede ser necesario en algunos casos interrumpir la administración de Vejicur. Reacciones adversas locales Se producen molestias y dolor a la micción, así como frecuencia miccional hasta en el 90% de los pacientes. La cistitis y la reacción inflamatoria (granulomas) pueden ser una parte esencial de la actividad antitumoral. Otras reacciones adversas locales que se observan con poca frecuencia son: hematuria macroscópica, infección de las vías urinarias, retracción vesical, obstrucción urinaria, contractura vesical, prostatitis granulomatosa sintomática, orquitis y epididimitis. Rara vez se observan abscesos renales. Con una frecuencia no conocida pueden producirse trastornos genitales (p. ej.: dolor vaginal, dispareunia). Reacción sistémica transitoria al BCG Pueden producirse febrícula, síntomas pseudogripales y malestar general. Estos síntomas suelen remitir en 24‑48 horas y deben tratarse mediante tratamiento sintomático habitual. Estas reacciones son signos del inicio de una reacción inmunitaria. Todos los pacientes a los que se administre el medicamento han de ser vigilados estrechamente, y se les debe aconsejar que comuniquen todas las incidencias de fiebre y otros episodios no relacionados con las vías urinarias. #### Infecciones/reacciones adversas sistémicas graves Distinguir una infección por BCG de una reacción inmunitaria al BCG plantea un desafío, ya que al principio los síntomas son muy parecidos. En contraste, una reacción sistémica transitoria al BCG es una reacción adversa muy frecuente que debe diferenciarse. Los signos y síntomas clínicos de una infección/reacción por BCG al inicio son fiebre de >39,5 ºC durante un mínimo de 12 horas, fiebre de >38,5 ºC durante un mínimo de 48 horas y un empeoramiento del estado general. Los signos típicos de una infección son el desarrollo de neumonía miliar, hepatitis granulomatosa, anomalías en las pruebas de función hepática (especialmente una elevación de la fosfatasa alcalina), disfunción orgánica (distinta del tracto genitourinario) con inflamación granulomatosa en la biopsia con el paso del tiempo. En caso de sospecha de infección sistémica se debe consultar a un médico especialista en enfermedades infecciosas. La infección por BCG puede ser potencialmente fatal. Si bien los síntomas de infección sistémica por BCG no difieren de los de la tuberculosis, no es necesario aislar al paciente, dado que la bacteria M. bovis es menos patógena que la M. tuberculosis para los seres humanos. En caso de un brote de una infección latente , los pacientes por lo general presentan síntomas de fiebre y pérdida de peso de origen desconocido. Varios informes de casos indican que el diagnóstico es difícil, ya que los síntomas varían y los médicos no sospechan una relación causal con una infección por BCG. Un diagnóstico correcto y precoz, y en consecuencia un tratamiento adecuado, es importante para la evolución, especialmente en pacientes de edad avanzada o en pacientes debilitados, para evitar consecuencias mortales. Tenga en cuenta que se dispone de una tarjeta de alerta para pacientes centrada en el tema, que debe entregarse al paciente (ver también la sección 4.4.) En caso de sospecha de brote de una infección por BCG latente, se debe consultar a un médico especialista en enfermedades infecciosas. Se puede recomendar la administración adicional de corticosteroides en caso de sepsis, reacciones granulomatosas (p. ej., pulmones o hígado) y otras reacciones inmunomediadas. Recomendaciones sobre el tratamiento, véase la tabla a continuación. #### Tratamiento de síntomas, de signos y del síndrome | #### Síntomas, signos o síndrome | #### Tratamiento | 1) Síntomas de irritación vesical de duración inferior a 48 horas | Tratamiento sintomático | 2) Síntomas de irritación vesical de 48 horas de duración o superior. | Interrumpir el tratamiento con Vejicur e iniciar tratamiento con quinolonas. Si después de 10 días no se ha observado la resolución completa, administrar isoniazida (INH)* durante 3 meses. En caso de tratamiento antituberculoso, el tratamiento con Vejicur deberá suspenderse definitivamente. | 3) Infección bacteriana concomitante en las vías urinarias. | Posponer el tratamiento con Vejicur hasta que el análisis de orina sea normal y haya concluido el tratamiento con antibióticos. | 4) Otras reacciones adversas genitourinarias: prostatitis granulomatosa sintomática, epididimitis y orquitis, obstrucción uretral y absceso renal. | Interrumpir el tratamiento con Vejicur. Administrar isoniazida (INH)* y rifampicina*, durante 3-6 meses según la gravedad. En caso de tratamiento antituberculoso, el tratamiento con Vejicur deberá suspenderse definitivamente. | 5) Fiebre inferior a 38,5ºC de duración inferior a 48 horas. | Tratamiento sintomático con paracetamol. | 6) Erupción cutánea, artralgias o artritis, o síndrome de Reiter | Suspender el tratamiento con Vejicur. Considerar una consulta con un especialista en enfermedades infecciosas. Administrar antihistamínicos o antiinflamatorios no esteroideos. Se debe considerar un tratamiento con cortisona en caso de una reacción inmunomediada. Si no hay respuesta, administrar isoniazida* durante 3 meses. En caso de tratamiento antituberculoso, el tratamiento con Vejicur deberá suspenderse definitivamente. | 7) Reacción/infección sistémica** al BCG sin signos de shock séptico | Suspender definitivamente el tratamiento con Vejicur. Valorar consultar con un especialista en enfermedades infecciosas. Administrar tratamiento antituberculoso con tres fármacos* durante 6 meses y tratamiento con corticosteroides a dosis bajas. | 8) Reacción/infección sistémica al BCG con signos de shock séptico | Suspender definitivamente el tratamiento con Vejicur. Administrar inmediatamente tratamiento antituberculoso* con 3 fármacos combinado con corticoesteroides de acción rápida a altas dosis. Consultar con un especialista en enfermedades infecciosas. | * Precaución : Las bacterias BCG son sensibles a todos los medicamentos antituberculosos, actualmente utilizados, excepto a pirazinamida. Si es necesario un tratamiento antituberculoso con 3 fármacos, la combinación generalmente recomendada es isoniazida (INH), rifampicina y etambutol. ** ver definición anterior Notificación de sospechas de reacciones adversas Es importante notificar sospechas de reacciones adversas al medicamento tras su autorización. Ello permite una supervisión continuada de la relación beneficio/riesgo del medicamento. Se invita a los profesionales sanitarios a notificar las sospechas de reacciones adversas a través del Sistema Español de Farmacovigilancia de Medicamentos de Uso Humano: [www.notificaRAM.es](https://www.notificaRAM.es) ### 4.9. Sobredosis Es improbable que se produzca una sobredosis, ya que un vial de Vejicur corresponde a una dosis. No hay datos que indiquen que una sobredosis pueda producir otros síntomas distintos a las reacciones adversas descritas. ### 5. PROPIEDADES FARMACOLÓGICAS ### 5.1. Propiedades farmacodinámicas Grupo farmacoterapéutico: Inmunoestimulantes, Otros inmunoestimulantes, código ATC: L03AX03 Vejicur es una suspensión liofilizada de bacterias vivas del bacilo de Calmette‑Guérin con un potencial infeccioso bajo derivadas de Mycobacterium bovis, cepa RIVM. Mecanismo de acción Vejicur estimula el sistema inmunológico y tiene actividad antitumoral. Datos procedentes de estudios señalan que BCG actúa como inmunopotenciador inespecífico, no mediante un solo mecanismo, sino por diversas acciones en las que intervienen células del sistema inmunológico. El BCG tiene un efecto estimulante sobre el bazo, potencia la función de los macrófagos en el bazo y activa las células asesinas naturales. La instilación de BCG estimula el aumento de granulocitos, monocitos/macrófagos y linfocitos T, lo que indica activación local del sistema inmunológico. También aumentan las citoquinas IL‑1, IL‑2 e IL‑6 y el TNF?. ### 5.2. Propiedades farmacocinéticas La mayoría de los bacilos se excretan en la orina en las primeras horas siguientes a la instilación. Todavía se desconoce si las micobacterias pueden ser capaces de atravesar la pared urotelial intacta. Se han descrito casos individuales en los que han permanecido bacterias BCG en las vías urinarias durante más de 16 meses (ver sección 4.4). ### 5.3. Datos preclínicos sobre seguridad El BCG, cepa RIVM, fue estudiado para determinar su toxicidad, propiedades inmunoestimulantes y actividad antitumoral en varios tipos de animales. Se ha observado que dosis altas de BCG produjeron retraso en la ganancia de peso y alteraciones hepáticas en ratones. La inyección intravenosa en conejos demostró efectos pirógenos. Instilaciones repetidas en cobayas produjeron reacciones inflamatorias en la pared vesical. A altas dosis, se observaron lesiones granulomatosas en hígado y pulmón como reacciones adversas no deseadas. La aplicación intravesical en perros demostró lesiones mecánicas mínimas en urotelio, mientras que no se observaron signos de inflamación activa en el estroma suburotelial. No se han realizado estudios de mutagenicidad, carcinogenicidad ni de reproducción. ### 5.1. Propiedades farmacodinámicas Grupo farmacoterapéutico: Inmunoestimulantes, Otros inmunoestimulantes, código ATC: L03AX03 Vejicur es una suspensión liofilizada de bacterias vivas del bacilo de Calmette‑Guérin con un potencial infeccioso bajo derivadas de Mycobacterium bovis, cepa RIVM. Mecanismo de acción Vejicur estimula el sistema inmunológico y tiene actividad antitumoral. Datos procedentes de estudios señalan que BCG actúa como inmunopotenciador inespecífico, no mediante un solo mecanismo, sino por diversas acciones en las que intervienen células del sistema inmunológico. El BCG tiene un efecto estimulante sobre el bazo, potencia la función de los macrófagos en el bazo y activa las células asesinas naturales. La instilación de BCG estimula el aumento de granulocitos, monocitos/macrófagos y linfocitos T, lo que indica activación local del sistema inmunológico. También aumentan las citoquinas IL‑1, IL‑2 e IL‑6 y el TNF?. ### 5.2. Propiedades farmacocinéticas La mayoría de los bacilos se excretan en la orina en las primeras horas siguientes a la instilación. Todavía se desconoce si las micobacterias pueden ser capaces de atravesar la pared urotelial intacta. Se han descrito casos individuales en los que han permanecido bacterias BCG en las vías urinarias durante más de 16 meses (ver sección 4.4). ### 5.3. Datos preclínicos sobre seguridad El BCG, cepa RIVM, fue estudiado para determinar su toxicidad, propiedades inmunoestimulantes y actividad antitumoral en varios tipos de animales. Se ha observado que dosis altas de BCG produjeron retraso en la ganancia de peso y alteraciones hepáticas en ratones. La inyección intravenosa en conejos demostró efectos pirógenos. Instilaciones repetidas en cobayas produjeron reacciones inflamatorias en la pared vesical. A altas dosis, se observaron lesiones granulomatosas en hígado y pulmón como reacciones adversas no deseadas. La aplicación intravesical en perros demostró lesiones mecánicas mínimas en urotelio, mientras que no se observaron signos de inflamación activa en el estroma suburotelial. No se han realizado estudios de mutagenicidad, carcinogenicidad ni de reproducción. ### 6. DATOS FARMACÉUTICOS ### 6.1. Lista de excipientes Polvo: poligelina, glucosa anhidra y polisorbato 80. Disolvente: cloruro sódico y agua para inyectables. ### 6.2. Incompatibilidades Vejicur es incompatible con soluciones hipotónicas e hipertónicas. ### 6.3. Periodo de validez 2 años o 3 años cuando el número de unidades viables a la liberación sea superior a 5 x 108 unidades formadoras de colonia/vial, en ningún caso superando los 4 años desde la fecha de obtención. Se ha demostrado la estabilidad en uso física y química durante 24 horas cuando se conserva el medicamento protegido de la luz a temperatura ambiente (entre 20 °C y 25 °C) o a temperatura de nevera (entre 2 °C y 8 °C). Desde un punto de vista microbiológico, el medicamento se debe usar inmediatamente. Si no se usa inmediatamente, los tiempos y las condiciones de conservación en uso previos a su utilización son responsabilidad del usuario y normalmente no excederán 24 horas entre 2 °C y 8 °C, a menos que la reconstitución se haya realizado en condiciones asépticas controladas y validadas. ### 6.4. Precauciones especiales de conservación Conservar en nevera (entre 2ºC y 8ºC). No congelar. Conservar en el embalaje original para protegerlo de la luz. Para las condiciones de conservación tras la reconstitución del medicamento, ver sección 6.3. ### 6.5. Naturaleza y contenido del envase Polvo en vial (vidrio tipo I) con tapón de caucho + 50 ml de disolvente en una bolsa (polipropileno avanzado, PPA) con un conector para vial y un conector para catéter, con o sin catéter y conector Luer-Lock a cónico. Tamaños de envases: •              1, 3, 5 o 6 vial(es), bolsa(s) de disolvente, conector(es) Luer-Lock a cónico(s), con o sin catéter(es). •              1 o 3 vial(es), bolsa(s) de disolvente, con o sin catéter(es). Puede que solamente estén comercializados algunos tamaños de envases. ### 6.6. Precauciones especiales de eliminación y otras manipulaciones Información importante sobre el uso de Vejicur Vejicur solo debe ser usado por profesionales sanitarios con experiencia. Asegúrese de que la conservación es apropiada (ver sección 6.4) y confirme la integridad del envase. Vejicur debe administrase en las condiciones requeridas para endoscopia intravesical. Vejicur no se debe administrar por vía subcutánea, intradérmica, intramuscular o intravenosa ni para vacunación frente a la tuberculosis. ¡El conector para catéter Luer-Lock de la bolsa de disolvente solo se debe usar para instilación intravesical! Principios básicos y medidas de protección para el uso de Vejicur En general, se debe evitar el contacto directo con Vejicur. Vejicur es un medicamento que puede causar infección en los seres humanos y suponer un riesgo para los profesionales sanitarios. Podría existir un riesgo si el medicamento entrara en el organismo a través de piel lesionada, si se inhalan aerosoles, si entran gotículas en los ojos o entran en contacto gotículas con las mucosas o si se ingiere. No coma, beba ni fume en las áreas de trabajo ni almacene alimentos, bebidas o productos de tabaco en ellas. Vejicur no se debe manipular en una sala en la que se preparen medicamentos citotóxicos para uso por vía intravenosa ni debe ser manipulado por personal que prepare medicamentos citotóxicos para uso por vía intravenosa. El medicamento no debe ser manipulado por personas con inmunodeficiencia conocida. Se recomienda usar una bata protectora cerrada a prueba de salpicaduras, guantes desechables, una mascarilla respiratoria FFP2 y gafas de seguridad con protectores laterales como equipo de protección personal durante la manipulación. Vejicur solo se debe transportar en recipientes cerrados (para las condiciones de conservación tras la reconstitución, ver sección 6.3). Una vez finalizado el trabajo, limpie las superficies de trabajo con una solución desinfectante adecuada. Después del trabajo y en caso de contacto con la piel, desinféctese las manos con un desinfectante para manos, déjelas secar, lávelas y use productos para el cuidado de la piel. Pruebas cutáneas con tuberculina El tratamiento intravesical con Vejicur podría inducir sensibilidad a la tuberculina y complicar la posterior interpretación de la prueba cutánea de la tuberculina para el diagnóstico de infecciones micobacterianas. En consecuencia, se deberá medir la reactividad a la tuberculina antes de la administración de Vejicur. Preparación de la suspensión intravesical reconstituida Antes del uso, el medicamento se debe resuspender en condiciones asépticas con una solución estéril de cloruro de sodio al 0,9 % (9 mg/ml) (ver las instrucciones de uso, paso 7). El catéter se debe colocar con especial cuidado para evitar lesiones en el epitelio de la uretra y en la vejiga urinaria, que pueden causar una infección sistémica por el BCG. Se recomienda usar un lubricante para reducir al mínimo el riesgo de un sondaje traumático y para hacer más cómodo el procedimiento. Las mujeres pueden necesitar menos lubricante que los hombres. No se ha observado que un posible efecto antiséptico del lubricante pueda influir en la eficacia del medicamento. Vacíe la vejiga después del sondaje para reducir la cantidad de lubricante que pueda haberse introducido antes de administrar Vejicur. La suspensión se mezcla removiéndola suavemente antes del uso. Las partículas visibles macroscópicamente no influyen en la eficacia y la seguridad del medicamento. El contenido del vial está previsto únicamente para un solo uso/una sola dosis. Se debe desechar la suspensión restante. La eliminación del medicamento no utilizado y de todos los materiales que hayan estado en contacto con él, se realizará de acuerdo con la normativa local. Conducta en caso de emergencias y derramamiento de Vejicur Use ropa de protección y evite remover el polvo. Cubra la suspensión de Vejicur derramada con celulosa y humedézcala con un desinfectante con eficacia demostrada frente a las micobacterias. Después de limpiar la suspensión de Vejicur derramada, limpie de nuevo la superficie con una solución desinfectante y deje que se seque. Los derramamientos sobre la piel se deben tratar con un desinfectante adecuado. #### Primeros auxilios Consultar siempre a un médico en caso de contaminación. En caso de contacto con la piel: quitar la ropa contaminada. Desinfectar y limpiar la piel y comprobar si hay contaminación de heridas. En caso de contacto con los ojos: enjuagar el ojo afectado con una cantidad suficiente de solución de colirio o, de forma alternativa, con agua. Quitar las lentes de contacto, si procede. En caso de ingestión: enjuagar la boca con abundante agua. En caso de inhalación: asegurar un suministro suficiente de aire fresco. Para más información sobre el catéter, consulte las instrucciones de uso correspondientes. #### Instrucciones para los usuarios de Vejicur Componentes y aplicación del kit de instilación | #### Componentes principales del kit de instilación ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Componente principal | #### Descripción | #### A | Vial con polvo | #### B | Funda protectora | #### C | Bolsa de disolvente con solución de cloruro de sodio al 0,9 % (9 mg/ml) |        C1 | Conector para vial con tapa protectora y precinto de rotura |       C2 | Conector para catéter Luer-Lock con tapa protectora y precinto de rotura |       C3 | Pinza de presión |      C4 | Puerto de llenado sin función de aplicación | #### D | Catéter Luer-Lock |       D1 | Lubricante | #### E | Bolsa para desechables | #### Conexión del vial a la bolsa de disolvente 1.              Prepare la bolsa para desechables (E) para la eliminación directa del kit tras la instilación para evitar una contaminación. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 2.              Retire la cápsula de cierre extraíble del vial (A) y desinfecte el tapón conforme a la normativa local. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 3.              Abra la funda protectora (B) de la bolsa de disolvente (C) y retire completamente la funda protectora. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 4.              Retire la tapa protectora del conector para vial (C1). ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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5.              Presione el conector sobre el vial hasta el tope. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) #### Mezclado del polvo con el disolvente 6.              Doble el precinto de rotura dentro del tubo del conector para vial (C1) hacia arriba y hacia abajo varias veces para romper el precinto. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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7.              Sostenga la bolsa de disolvente de manera que el vial esté por debajo de ella. Comprima la bolsa de disolvente varias veces para transferir suficiente cantidad de disolvente al vial. Asegúrese de no llenar completamente el vial para permitir la posterior transferencia de la suspensión a la bolsa de disolvente. Puede quedar cierta cantidad de disolvente en el interior de la bolsa. Remueva el vial lentamente para reducir al mínimo la formación abundante de espuma al mezclar el medicamento con el disolvente. Si hay mucha espuma, deje reposar el vial brevemente (varios minutos). El contenido del vial tiene que formar una suspensión homogénea. Esto puede llevar varios minutos. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 8. Invierta la bolsa de disolvente y sosténgala de forma que el vial esté por encima de ella. Sostenga el vial. Comprima la bolsa de disolvente varias veces hasta que el vial esté completamente vacío. Si queda polvo en el interior del vial, repita los pasos 7 y 8. Desde un punto de vista microbiológico, el medicamento se debe usar inmediatamente. Si el medicamento no se usa inmediatamente, consulte la sección 6.3 “Periodo de validez”. La suspensión no se debe instilar a temperatura de nevera con el fin de evitar que el paciente sienta la necesidad de orinar, lo cual acortaría el tiempo de exposición. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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tdJ1rUrVzEUiD3HmIvGACHB4r571abXrPULiHVITHcW5SKXcvQ7cLnHqB+NengkpSk4s8/FzdOMVJHoPgWHUNbkuvDcckItXhklzKSojYgLuyvJ+hOK46eIwXMsJZXMbFdynIODjI9qx7XxBqtiZDa3BiEyFHC8B19D6jiifV9Qv9Qkl8mISzMW8uGIKoPsB0r0I0ZRm5dGcTxMHFLqe8fCnU7S1v49Pnk2T3dghhyOHKzTkrn1wc49AfSvYq8G+Evh7xBqxttY1TZDo8LpJACnzzshcrtPZQzsSe/Svea+Xx6iqzs7nu4Nt0k2gooorgO0KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiquo6jZ6Tps2oahMIbaFdzuefoABySTwAOpppNuyE3bVjNU1Sz0fTZdQvpPLhjwOBlmJOAqjuSeAK46GC91fUE1rXE2SJzaWW7K2o9T2aQ9z26DuSsSXmtakmt6xCYRH/x5WLHP2YHgu2ODIR/3yOB3J1a7IxVNef9f1/WvO3z6vb+v6/rQooooLGtIiFQ7hS52qCcZPXA/KiRPMiePJG5SuRwRWRrh/07Qh3OoDH/AH5lrZqmrJMlO90ZHhm4mufDVk1w5e4iQwSsTkl0JRifxU1r1yGjXGubdQXSrCzmsmvp2inuLlkz8/zYUIeN27nNW7201eW1kbWteisrNsI8djDtJDHbjzGLHnOOADzWsoe89bGUZ+6tLj9AP2nS9R1b/oIXEsyn1RR5aH8VQH8a67wh/wAiNoX/AF4Qf+ixXHP4Xmt9MNrpGv6jaFIikKs6SovGACHUnH415gnxQ+IXhe2TQZbK0T+zY1gPm27MwUDCkkNjkDrWn1eWJTVNrf8AAxddUGnUT2/E+m6K+Y2+OXjlVVmh04K33Sbduf8Ax6nH43+PBMsP2bT/ADH2lV+zNk5GRj5u4Iqf7KxHl94v7Toef3HuMmpWlr8T1sbiTy5bvTUEO7o7LJISufXHOO+D6V1NeJ+Bz4w8fa7D4m15La20y3aLaUi2mZonZlCcnjc3J9sete2Vx4mmqUlC+qWp2UKntIuVtHsFFFFcp0BRRRQAUUUUAFFFFABXiXwZXzviH8SL6TmVtTaPPsJZOK9trw/4Tt/Z3xk+I2iO3zPdG6QHrgyMf5Otehhv4FZLsvzR5+J0r0W+7/JnuFFFFeeegc/4g/5C/hn/ALCR/wDSeaugrn/EH/IX8M/9hI/+k81dBWk/hj/XVmcfil6/ogooorM0Ofvv+R+0X/rzu/8A0KGugrn77/kftF/687v/ANChroK0ntH0/VmcN5ev6IK4f4uQpcfB/wASJIMgWu8fVWDD9RXcV578ab5bH4O66SwDTokC57lnUH9M1rhU3Xgl3X5mWKaVCbfZ/kW/hLM03wh8OOzEkWoXJ9mI/pXb1yXwzs2sPhZ4ctn+8LKN/wDvobv611tTiGnWm13f5lYdNUYJ9l+Ry9GaKyJ/DOh3Fw9w9gqzSNuaSJ2jZj65Uit1bqJ36EerYHiHw8WGR9olA9m8l/6A/nR4iuZvssOk2T7bzUW8lWHWJMfvJP8AgK9PciopPCOlyPExutTHktvjA1CY7GwRkZb0JH40n/CI6cbsXZvtVM4QxiT+0JshSckZ3dMgflW6dPTXby/4Ji1U1Vlr5/8AANu1t4bKyhtLdBHBAgjRR0VQMAVyeua/pM3iSy0iW/jCWbLeXCp87MwP7uMKuSTu+Y+m0eta3/CK6U7A3bXl8B0S6vJZV/75LYP4itO2s7LT4DHZ2kVtGOdsMYUfkKlOMXfV/wBfMpqclbRf18jGbX9UuiRo/hm7nXtNdutqh/Bsv/47XJ6x8M73xTrEmravqEGmPKAJIbFGk34GBlnIGcei16RaXdvfWcV3ayiWGUblYd6mqo1pUn+7VmTKjGqrVHdHAWPwj8H2203UFzfsvQzTsoH4JtH51i+JPhBZ7TfeFppbWePJNo8hZZAQQQrNkqcE9SR9K9Zo6DJqo4uspc3MyJYSjKPLyox/h/rlrbaPpvh6WFbdfKK2UyghLkDO5SDkpIDnKknoSO+PQK8Z0u9tdX0dLHTGN1dy6q1zGIlLC3X7UX3Mw4X5cnk98V7KGVjwwP0NcmKhyzv3ub4eV429P+GFooorjOoKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKgvLy1sLKa9vJ0gt4VLySOcBQKNw2Evr6002wmv76dYLaFdzu3QCuJUXfiDUo9Y1WFoLaE7rGxfrF/01f1cjoP4R7k0ha58S38eqajC8OnQtusrKQYJPaaQf3v7qn7vXr0167Yx9mvM5m+fXoFFFFBYUUVkXHhvRri4kuHtWSaQlmeKZ4iSe+VYU1bqS79CPXf+Ql4ePYajz/4DzCn+ILyeCxjsrFtt/fv9ngP9wkZZ/oqgn8AO9QSeFLGQxZv9TAhfzIwb2RtjYIyNxJ6E0jeFbVr1L1tT1Q3EaGNXN02VUkEgfXA/Ktk4aa7GVp66bmxY2cGn6fb2Nsu2GCMRqPYCuY8R65pJ1qx0O51CGJEdbu5BbLEIcxoAOSS4BwOyn1rUbwzYTcXtzf3qD/lnPduU/FQQD+Oa0LLTNO05ClhYwWqnr5UYXP5UlKMXzPVjcZNcq0Rkt4ivLhiujeHb69H/AD1nAtY/zf5j+CmuR1v4c6p4s1aTU9Tu7bRzKqrLHabp2kC4xlm2gHgdBXpFpd299aR3dpKJYZBlWHftU9VGtKk701Z/1/WxM6MaqtN3X9f1uee2nwi8LxwRRag95qIiBCiSYxgZOT9zaevvWV4n+EcMqm/8M3k0FzEgVbaaQurqF2hVdjleBgZJH0r1eiqji6ylzcxEsJRceXl/zML4d6xaWGiad4cmg+zrtZbSfkLcMCd6MCSUlBzlc84OPQei14vbXtnqml3+n6ZKLnULjVJJLZYRvMDCbCytjhACC2Tjj617RkHvXJio2nzdWb4eV48vYKKKK4zqCiiigAooooAKKKKACvCfFD/8IT+0no3iJz5em6/CLWdz0D8Kc/iIz+de7VwfxX8GHxp4EuLS1XOpWh+02Z6EuB93PuMj64rtwdSMKnLP4ZKz+f8AkcWMpynT5ofFF3Xy/wA9jvKK85+EfjgeLvCKWt82zW9MAt7yJ+GOOA+PfHPuDXo1c9WlKlN05bo6KVWNaCqQ2Z598UNevvDNjo2t2ul/bobO88yU+ZtCZjZADweu889iB61wf/DQ1x/0Kkf/AIGH/wCIr3a8tYr6xns50V45kKMGXcOfavkHxj4b1LwvPHpF59mmS1dkNxAuCxYB1VsgHIBJ79favXy+GHrr2dSOq83seZjpV6L9pTlo/JHpH/DQ1x/0Kkf/AIGH/wCIo/4aGuP+hUj/APAw/wDxFeYy+F9a1AW95p+lu1vJbw7WyoyRGoJ69yCan1KKRviAV0/TUQwrETbzIu0bIV3FgMjGQT716X1PCPRR6d3/AJnn/WsWtXLr2X+R674P+I+o+OPiLp4i8PC3htbaZZXW43BFcodx+Ud0Ax7+1ez1xXw08Lv4X8IJBcS29xc3Tm4eaFcAhgCBkgE//Xrta+cxcqbqWpKyWh72GjNU71HdvUK8O+OV1Jr2s+F/h1Yvm41G6WecL1VPujP/AI+f+A17DrWs2Hh/Q7vWNTmENpaxmR2Pf2HqT0Arx34S6bf+MPGerfFbXIignZrfTY2/gToSPYD5c9zurbBL2fNiZbR2830/zOfGv2nLho7y38orf/I9ut4Y7a1itol2xxIEUegAwKkoorzj0jl6KKK7TEKKKKACiiq11f2Nkhe8vYLZR1aWRUH6mi19hXsZeiKLbWNcsYf+PeO4WZR2RpEDMv5/N/wKt2sOPxDps0j/ANk2t3qjucs9hatIjHGOZMbOg7tVuOPxdf4NrottpsR/j1G4y/8A37jyPzYVpNO95aeplGSSstfQvySRwxtJLIsaKMszHAA9zWJbvN40X7Po8jJobMVuNSU484A4aOH1yQQX6DnGT0+efjHrXiaDxxf+GNQ1tri0tREfLhTyY2LRq5+XJzgtjkmvov4Mf8kc0L/tv/6USV118M8Ph4173crW+aucVDGLEYiWHSso3v8AfYk+JMFtZeAoLeK22WcV3bIYYYyQE3gBdq9R0GK47wS1ivxD0tLCxntmMc5k3W0kQKhP9oDPJH6V6D8Qf+RSH/X7af8ApQlYej/8lC0v/r0uf5x1z0Z/7O16/kdNSP75P0/M9Ioooryz0AooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiqep6hHpemy3ssM04TGI4Iy7uScAAfX149aaV3ZCbtqx99f2emWMt9f3CW9vEMs7ngf4n2ripXu/E17He6hC9tpcLB7Wyk4aRh0llH/oK9up56Ktre6vfR6r4g274zutrFTuitvRj/AHpP9roOg9Tq12RiqfqYNue+wUUUUFBRRRQAUUUUAFFFFABRRUNxdWtrGZLq4igQfxSOFH60CMfR1Ft4h1yxh4tw8dyqjojSKd4H1K7vqxrerDXxFozzSf2YsupzPjedOt2nz2GWQFfzNWo/+EqvsfYfD6WSf89NTuAh/BI95P4kVrNNu709TKMopWWvoaLMqKWdgqjkknAFYiTXPitjY6E7JpxYpc6ovCbejJCf4mPTcOF55JGK8D+MmveKrXxPP4cvdZ3W0YXfFaqYo2JUN0ySevcmvf8A4Lf8kX8O/wDXOX/0c9dNbDOhh41735tv8zjpYtYjESw6VuVa/wCRJ8Qra00n4dx2tpCbeyhubaMxwqf9X5ijGF5NcX4Rksf+E/0RLCG4hZnl37opEDL5L8fMADzivRfiH/yJr/8AX3a/+j0rn7H/AJHjw9/10n/9EPWNGf7hp9eb8jerH96munL+Z6ZRRRXlHohRRRQAUUUUAFFFFABRRRQB4h8Q/B2t+FPFH/CzvAUf79MtqNioOJl/ibaOoPcfiK9B8DeP9D8d6Ot3pswju0UfaLN2/eQt9O49DXXV5B4w+Dpm1c+Kfh/qB8P68pLlEbZDMe/QfKT36g9xXpQq08RBU67s1tL9H/mebKlUw83UoK6e8f1X+XU9fr5d+IVzqWt+GdP8WXVrDBBq84kURyZ2ssfllcEf7Gfxrr7H4y+IPClwmlfFHwvdWkg+UX9rHlJPfGcH6qfwpun6L8I/E2m2+n2/j67e1iJaCxuNQWMRE5+7G4GOp6V1YalLCS9pUV13Wqtr1XyMK9eGKj7OnKz7PR306P5nJab4+sNL0vStNa1adhCiNJG42xnp82eRjrxmqekrP4i+LMy6UsU0l1HIqfvMJ/qcE5x2+lec6xd2una1eWMW6WOGUqrgg5Hbn6V7V4L8O+AbTwlp/ibVvGcmi6nIJMmHUEgdcMy4UY3cgfrXr1oQoQ50neWnffU8ujWlXn7NtWjr220PZPA+qz6r4Wja4hSJ7WWSzwhJDCNtgPPritrU9U0/RtNm1LVLuO0tIV3PLI2AB/j7V4nF8XfCvhjTh4b8BWOp+Kb5pHdWZWId2OSScbm5PZfxpLP4d+OviRqUOr/E7UGsNLRt8Wj2zbfwI5C+mSS30rwZYO0nUrPkj+L9EezHGXiqdFc8vLZerKFzc618ePFaWNmk+n+BtOl3SzEYNyw/9mI6D+EHJ5r3+wsbTTNOt9PsYFgtbdBHHGgwFUDAFN0zTNP0fTYdN0u0jtLSBdscUS4AH+e9W65cRiPaWhBWitl+r8zpw+H9lec3eb3f6LyCiiiuQ6zl6KKK7TEKz73VY7W5Sxt4Jb7UJBlLS3AL4/vN2Vf9o4FRTXl5qOoPo+ghXul4uLpxmK0B9f7z+i/icCup0XQ7HQ7VorVWkmlO6e5l5lnb+8x/p0HQUSagry37Eq8naP3mFB4Z1jUgH17U/ssXX7HprFPweU/Mf+A7a2LPwp4ZsXElroNiko/5amBWkP1YjJ/OtmiueVWb6mipxXQxbjxR4fstWXR59RjivdyoIdrZyeg4GO4rarwnxR/yW2L/AK+bf+S17tWteiqcYNdVcmnUc3JPoz5Y+LGi6LffFTVbjUZpYZZLiCFdh+//AKNFgdDj617j8KYY7f4YaZBEu2OOS5VR6AXEleC/GKW5X4qaptC+XBNDcIcfxLbR5B/MV738KvM/4VjpnnY83zLndjpn7RJmvWxt/qVK77fkeRg+X65Usrb/AJl/xxD9o8ORQbtu+/tFz6f6QlUIdJbTfH2js0wk32t0OFxj/V1q+Lv+QPa/9hGz/wDShKNQ/wCR60L/AK9rr/2nXlU5NQt/i/I9Oa95v/D+Z0FFFFch1BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFVr/AP48ZP8APerNVr//AI8ZPw/nTjuhMwKKKK7DIKKKKACiiigAooooAKoX2q29lLHbKkl1ezf6q0t13Sv747D1Y4A9aiub67ur86Pocaz6hgGWR+YrRT/E/qfRRyfYc10uiaBZ6JC5jLXF5N81xdy8yTN7nsPRRwKJNQV5fcTrJ2iYkHh3XdUAfWdQ/s23PP2XT2/eH2eU/wDsgH1rVtfB3he0kE0ehWbzDnzpoxLJn13Nk5/Gt2isHWm+tvQtUordXGoiRoEjQIo6BRgCnUUVianifjrwH4I8Qa/car4n1W50u4k1SOxjeE5E+YoyExg4PXmvSPA+m2ujeEYdJsVK2tnc3UEQY5IVbiQDJ79K8W+MWq6pZ69FBHHCbKLVBfxkoS5mijh+UnONuGXjr15r2jwLNeXHg63uNQVEvJLi5eZYwQoc3EhIAJPGa9fEqp9VpuUrrt8jyMNyfWp8sbPv31I/HsfneFRDnG++tFz6ZuIxWdNpTab438MlphJ5klx0XGMQN/jWt41/5F6H/sIWX/pTHTdc/wCR28J/9dbn/wBEGuSnJqFv8X5HZUXvN/4fzOmooorjOsKKKKACiiigAooooAKKKKACiikZlVSzMFUcknoKAIbqztL63a3vbWG6hb70cyB1P1B4rgdV+Cnw41V2kbQVs3PObORoh/3yOP0qv4o+N3gvw7cNZWs0mt34O3yLABwG9C/T8s1zS+PvjR4iO/w58P4dNtm+7Lf5zj/gRX+Rr06FDFQXPF8i7t2PMr4jCzfJJc77Jcxbk/Zt8BvIWXUNbjH91biLA/OMmtOw+APw5spFeSxu70jtcXJIP4LisT7N+0dMrS/2ho1ue0W2I/8Asp/nSHXv2g9GAkvfDOmazEv3hBjefptYfyNdblipKyxCf/b3/DHIo4WLu8O1/wBu/wDDnrej+G9A8PweTomj2enp38iFVLfU9T+NaM88NtbyXFxMkMMalnkkYKqgdyT0rx7S/j3pcV6um+NNAv8Aw3edC0kZaMe54DD8jVbWtVh+JGsapP509x4D8OR+bOllktqc4XdsGOqgdv8AHjieDrc9610u+/3d2dqxlHltRs322+/sjqLr4x+FFuZLfR7XVfELx8MdKszMuf8AeJANTab8XfCN5fpYag17oN1JgLHq1ubfJ9NxyP1rG+FHxQ8OeKEk0C302DQbuAt9ns48BJIh029PmA6j8fpk/Ev4qeEYdfg8H3OiReI4DJ5d/gBjDnjbH6yA+nTp16brCJ1XR9k7rz/Ha39bmDxdqSr+1Vn5P7t7/wBbHtysrKGVgykZBHQ0teUeDrq+8F+NY/Ad9czXOjajAbrRJrjPmRgDLwNnuByPT8ePV682tS9nK17p6p+R6VGr7SN7Wa0a8zl6yImvvE072miym309G23GpAZzjqkPq3Yt0HueklppeoeKSJL6ObTtDPIhOUnvB/td409vvHvgcHt4YYba3jt7eJIoY1CoiDCqB0AFbSmqei1f5EpOfp+ZX03TLHSNPjsdPgEMCdhyWPcknkk9yeTVyiiuRtt3ZulbRBUc0ogt5JijuEUsVQZY49B3qSikM+dte13T7z4nrrULv9jSeJmLIQwC4B4/A179puoQ6pp8V9bpIsMoynmptJHrg1z994B0C/8AE0WuTW/zr80kI+5K3ZiP85rqwAAABgDtXbia1OpGCgtkc1KnKDk5dT5v+I2mxX/xJ1lpGI8qeLoOoNvDkfoK9e+GH/JOLD/rtdf+lMleX+OP+Sj6/wD9dof/AEmir1D4Yf8AJOLD/rtdf+lMld2Lb+qQXp+RyYdJYiT9fzNLxd/yB7X/ALCNn/6UJRqH/I9aF/17XX/tOjxd/wAge1/7CNn/AOlCUah/yPWhf9e11/7TrzYfCv8At78jrn8T/wC3fzOgooormOkKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqrqH/HjJ+H86tVV1D/AI8ZPw/nVR3QmYNFFFdZkFFFFABRRUdxcQWtvJcXMyQwxjc7ucBR7mgRJWSJr7X7uTTtBk8qCNtl1qWMrEe6R9mf9F75PFOtbK/8VYY+dp2hHq/KTXo/2e8aH1+8e2Bye2tbW2sbSKzs4Egt4lCpGgwqgdhSlNU/N/kJJz9CvpWk2Oi2C2dhFsTJZmY7nkY9WZurMe5NXqKK5G23dm6SSsgooopDCiiigDz/AFfwZZeMLm9jvJ2h+x6qJMqoO9TBDuT8cCuo8Of8gmb/AK/73/0qlpdG/wCP/Xf+v/8A9oRUeHP+QVP/ANf97/6VS11VJycOVvRW/I5qcUp8y3d/zKXjX/kXof8AsIWX/pTHTdc/5Hbwn/11uf8A0Qad41/5F6H/ALCFl/6Ux03XP+R28J/9dbn/ANEGin8K/wC3vyFU+J/9u/mdNRRRXKdQUUjMqqWZgqgZJPAFc1/wm+kSbmsre/v4QcedbWrNG3+6xwGHuMirjCUvhRLlGO7Omoqtp9/a6pp0GoWMvm206B43xjIPsen0qzUtW0Y076oKKKKQwooqO4nhtbaW5uJFihiUu7scBVAySaAKGva9pfhrRLjWNYultrSBcsx6seygdyewrw0S+O/jhdv9nll8N+ClcruH37kD/wBC/wDQR702ztrz46+P5b+9MsPgnR5NkMIOPtL/AOJHJPYYHevoK2treztIrS0hSCCFQkcaDCqB0AFeq+XBK1r1P/Sf+D+R5S5sa272p/8ApX/A/M4fS/CXgf4Z6ZDNZaS0lzI4hWYQm4uZnOeFwM9ATgYGBWv/AMJla/8AQB8Qf+Cub/CpvEH/ACF/DP8A2Ej/AOk81dBXHOfNadS7b8zshDlvCnZJeRzP/CZWv/QB8Qf+Cub/AAo/4TK1/wCgD4g/8Fc3+FdNRWfNT/l/H/gGlqnf8P8AgnIXF14Z8Ys2g6voVwzyRNKkWpWLRbgMAlCw6jcOnPNc98C7a3tvhrJDDGEI1C5WRe4IfAB/4CFrrNS/5KF4e/69rv8A9pV5zqiyeA/FOu6PeXs2l+GfFrPNb6nD/wAuF44wwPoDjOf/AK5HdTXtKboxe9nb0bT/AM/kcVR8lVVpLa6v6pNf5fM8h+MkXhfS/iSZPBdzJDfqxa7W1OEhnz/ARyG9QOAfyrf/AGerHwjeeJbi51abzfEMR3WcM4+THd1/vP8AyHI9vQfhb8GLXwxfP4g164g1XUN5No0fzRovaT3Yjn2qj47+C9o3iu38W6BrEXh22WXzr5y2wQY5MsfofbpmvXljKEoPCKb2tzd3272PGjgq8aixjgt78vZd+1zqvidhfFPw8mh4uxraohHXYVO8fTpmvTK8l8MtN8QfiHb+LsSt4d8Pxvb6ZNKuGvJmG2SbGBxx6en4etV4OIXIoU3ulr83ex7+HfPKdRbN6fJWuFFFFcZ2BRRRQAVyNjceKteN5Nb6pY6Xbw3c9ssa2hmkxHIVBLFwMkAH7veuurmtBYWfiXxFpL8FrhL+IesciAH/AMfR/wA62hpGT6mU9Wl0Hf8ACOanN/x/eMNVlU/wwCGAfmibv1o/4QvRH5uJNSuGPUy6ncnP4b8fpW3dX1nYQma+u4bWIfxzSBF/M1jN438IqSB4gspCBkiKTzDj/gOapSqy+G/y/wCAS40l8X4/8E8L8YaHptt4+1y3hilEccsW0NPIxGYIj1LZ6k16F8PfBnh7UfANlcXdtcPI01znF7Oo4uJAOA4HQeleeeMfEGj3Pj7W7iC88yOSWIqQjc4giB4x6g16H8OvGWg2fgOztZpboypLcFvLspnHNxIRyqEdDXs4n231aHLe+nfseXR9j7Z3t17dy/4l8D+GrPTbWa3s51f7faLk3s7cGdAeC/oamv8Awf4e/wCE00SH7AzI0Fyzbp5CSR5eOS2e5qHxN420O5022iiXUeL+1Ys2m3CrgToT8xTHan6h4y0Q+MtFnX7c6JBcqwXT5yefLxxsz2rgj7flV79e/Y6pew5na3Tt3Oh/4Qvw1/0Df/I0n/xVR/8ACCeE/wDoDx/9/H/+Kpv/AAnGh/8APLVP/BVc/wDxup7Xxhod1cw24mubeSZxHH9qtJoA7HooLqBk9h3rm/2hd/xOj9w+34GPrmiQ+H9NS+0G+1CxuGubeFYxdvLE2+VEIKSFl6E9AK7euc8Ufvbvw7Z/89tUjYj2jR5P5oK6Oom24x5t9S4JKTtsFFFFYmwUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVV1D/AI8X/CrVVNR/48X+oqo7oT2MKiiiusyCgkAEk4A7ms681eG3ulsLaGS/1FxlbS3GXx6seiD3YgVYtfCdzqhE/iqZJY+q6ZAx8hf99uDIfrhfam7RV5aEXu7R1KMWpXusSGDwzardqDte+lJW2j+h6yH2Xj1IrasfB9jHPHe6xM+sXyMGWScYjjI6bIh8q49Tk+9dHHHHFGscSKiKMKqjAA9AKdWEqz2joaKmt5ahRRRWBqFFFFABXEaF4c0m/XUv7QjuJruDUJ43b7XMOC+9OA2B8jrXb1z2mf6P421626CeO3vAPcq0Z/8ARS1tTk1GVnYynFNxuhf+EM8Pf8+s/wD4GTf/ABdH/CGeHv8An1n/APAyb/4urd54k0HT7trS81W3iuFGWiL5ZR7gdPxqv/wmHhn/AKDEH6/4VV6z7/iTy0ey/Ax9J8IaDJe6yrW05CXu1f8AS5hx5MR/v+5o0DwhoMumTM9tOSL27Xi7mHAuZAP4/QVFpfjfwrDfa0ZNXjUPe7l/ducjyYx6eoNGg+OPCsOmzJJq6KxvbtseW/Q3EhHb0Irokq9nv079jmi6F1t17dyHxd4U0O10SCaG2mD/AG+0X5rqVhg3CA8FiOlP13w1oreLvDEH2VlSSW43bZpFJxCSOQ2ag8WeM/DN5osEFrqiyym/tGCrG+SBcIT29BUmv+KdDi8W+GLma8eKGKW43PJBIoGYSB1Wqh7ayvf7XfsKfsbu1vs9u50H/CGeHv8An1n/APAyb/4uj/hDPD3/AD6z/wDgZN/8XT/+Ew8MkZ/tiD9f8KsWfiTQdQultbPVbeW4YZWIPhm+gPWuW9Zd/wATq5aPZfgcj4x8L6Ja6FDHbQSpNdXlvbqWupXBBkUuCCxBBQN1raVVVQqqFUDAA6AUzxY3maz4ctev+ky3BHskTD+bipK2UpOEbu/9f8AhRipOyt/X/BE8FnyoNY09eI7XUH8tf7okVJSP++pGrqa5Pwm4j1nxHat/rPtMVxnuVeFVH6xsPwrrK563xv8Aroa0vh+/8wooorE1CvHfjpr17/ZOmeBtGbOpeIZxEyg8+VkDH4sQPoDXsVeGaWv/AAlf7VOp3so32/h218uLPQPwv83c/hXfgUlN1ZbQV/n0/E4Mc26apR3m7fLr+B6x4T8OWfhPwpYaDYqBHbRgM3eR+rMfqcmtuiiuKUnKTlLdnbGKjFRjsjn/ABB/yF/DP/YSP/pPNXQVz/iEj+2PDAzydSP/AKTzV0FVP4Y/11ZMfil6/ogooorM0Ob1L/koXh7/AK9rv/2lW1qOm2GradNp+p2kd3aTLtkilXKsKxdS/wCSheHv+va7/wDaVdJW0m0oNdv1ZlFXck+/6I8yX4TPpbMvhDxrrXh62JJFqjieJc+gfp+decatodxp/wAbdF8O/ELWr7xLomoKGtXuZDHH53QBkU44YYx/tD3r6Urxz9oPS3k8DWPiG1+W70a8SVJB1VWOD/49sP4V6ODxM51lTm/i0v1u9nfc83GYaFOi6kF8OtullurbbHr9vbwWttHbW0KQwxKFSNFwqgdABUlZ+h6iur+HdO1VOFu7eObHpuUHH61oV5Mk02mesmmk0FFFUdY1JNH0K/1aSMyJZwPOyjqwVSSP0oSbdkDaSuy9RVXTdRs9W0q11OwmE1rdRiWNx3UjIq1Q007ME76oK53xHZ3cM9t4j0uIy3tgCJYV63NueXj/AN4YDL7jHc10Vcp4tupbma08N2srRteBpbp0OCtuuAwB7FiQv03elaUruat/SIqW5THh1Tw3feNodVupLTULPUreKOwuXKuLaUZ3REH/AFbNkEdMkEdQBXoSqqLtRQq+gGBXmmu6H4SXST/a2lWwgXbGnlxYkz0VU2/Nn0ApNA1rxfZb7CHSpr7TlUfZrnVZlhmT/ZbbuLj0JAPrnrXXUpc8eaD27/oc0JuErSW/b9Td8YR6Vb3ehy3GnW0s97qkFuztCrMwII5JHIwBXWQW8FrAsFrBHBEv3Y41CqO/AFeba9pfiTxNc6TPe6jY6cNMu1vIltoXlLOoIAYswBHPpWi+mX9z/wAhDxJqtx6rFMLdf/IQU/rUyppwinIqMpc8ny+h2t5ZWeoWrWt9axXMDEFo5VDKSDkcH3FVLPQdE065+02Gk2lrPtK+ZFEqtg9RkfQVyH/CMaPncsMyy9pluZRKPffu3frViGXxJo5zZ339sWo62982JQP9iUDn6MD9RWfs9LRl+hpza3lH9Tua5vxh+9sdMseputUtU/BZBI3/AI7G1W9I8S6bq8htkZ7W+QZezuRslUeuP4h/tLke9Z+tXEB8ZaUl1KsVrpltcanM7nCoQBGpJ7cPIfwqIRlGeq2HOSlDTqS3v+l/EPSbbqtjZz3TezMVjT9PMrpK5vwzDcXk174mvY2il1LatvEww0VsufLBHZjuZj6bsdq6SpqaNR7FU9U5dwoorGuvEVjbeLNP8Nbt99exST7Qf9WiAcn6k4H0PpUKLlsU5KO5s0UUVJQUUUUAFFFFABRRRQAUUUUAFFFFABVTUf8Ajxf6irdUdWkjh0yWWVwkafMzMcAAdSaqPxIT2OevLy2sLSS7vJlhhjGWdv8APX2qrbWOva+A/wC80PTW53sB9qlHsDkRj3OW9hUmhabJr97Fr+oxsunwtu0+2cY3ntO49T/COw56njta6Zz5NFuYRi56vYoaVo2m6Lam3061WFWO53+88jf3mY8sfc1foorlbbd2bpJKyCiiikMKKKKACiiigArlNfludP8AE1tfWahp7jTbqFVP8UibZIx+j/nXVMyqpZmCqOST0FcHr3i3QJNQ0e4s75rr7HfAyPBBJJHsZHjY71UqQN2Tz2Nb0YyctFcxrSSjq7HR+FbSytfC9g9j863EKTvMeWmZgGLse5JNbVcz4Eura58H26WkyTQ20stsjoQVKpIyrjH+yFrpqiqmptPuVTd4JozJ/D+iXV1LdXGl28k8pDO7IMscAZP4AD8KuWlna2NqtrZ26W8CElY41wASST+ZJP41PRUuUmrNlKMU7pFe9sbPUrN7PULWK6t3xuilUMpwcjg+9UbLwz4e068S8sNFs7a5QELLHCAyg8HBrWooUpJWTBxi3doKxfFNnaXnhi+a6+Q28LzxTD78LqpIdT2IIrarB8YsV8F6oi8tND5Cj3chB+rVVP41buKp8DMGeeW/8UaRJcDEtvpHmyDHR5mT/wCNGtSuZvfEGn2PxI1iyuvOXyLW1j81ImdE4dgGKg7T83etnT9Ut9TWR7WO4EaEDfLA8Yf/AHdwGR712yhJRTtpb89TnhKLb11v+WgWkn2Px9ZOOF1G1kt293jO9P0MtdrXAa9J9ktrTVhw2n3cU+fRN2yT/wAcZq7+uestpGtPRtBRRRXMbBXiXwZXzviJ8SL6Q5lbU2jz7CWSvba8Q+E7f2d8YviNokhwz3RukB6lTIx/k616GG/gVkuy/NHn4n+PRb7v8me30UUV556BzXiT/kP+E/8AsJP/AOk01dLXH+Nr6PTLrw5qEqM6W99JIyr1IFtNUUHxN8MzAeYbq3P+3Fn/ANBJrq9lOcIuKv8A8OzBTjGUk31/RHa0VzA8feFSM/2mB9Y2/wAKrzfEfwtCDtuppj6RxH+uKz9hVf2WX7SHct6l/wAlC8Pf9e13/wC0q6SvPdP8UWPiX4gaQ9jDNGlvb3SkygAnPl+hPpXoVOrFw5Yy3t+rJptScmu/6IK4f4uQR3Hwf8SJIMhbbzB9VYMP1FdxXn3xovlsfg7rrFgGnjSBc9yzqD+marCpuvC3dfmRimlQnfs/yLXwlmaf4ReHHZixFqFyfZiP6V29cj8M7N7H4V+HLeT7wskc/wDAhu/rXXVOIadabXd/mVh01Rgn2X5BXyn8dvFfiWw+It7otlrl7b6bJaRh7WOYiNgyndkdOa+rK+Ov2gv+SvXP/XrD/wCg16mTRjLE2kr6P9Dys7nKOGvF21X6nbfs7+PMGXwPqU/BzNYM5/F4/wD2YD619H1+fnhS31i68YaVBoBYamblPIZf4WBzk+w6n2zX6AQiUQRiZlaUKN5UYBPfFVnWHjSrKcftdP67kZJiJ1aDhL7Ol/67D64m6bPxE1EScOLC3EQPdd8u4j8SM/hXbVx3jyKP7HYzWasuuNN5NhKhAwxBZg/rHhSWHsMc4NeTQ+Ll7ns1fh5uxl3irceNNMgnP7uC2muYlP8AFJlEz+Csf++q3a4+4u5757a1vGh0vxJZN5luXJ8m54w2w/xIw6jqvHoM6lv4lsfMW21QHSbzp5N18oY/7D/dcfQ/UCu2UJWVuhhGcbu5uUUisGUMpBB6Ed6WsDcKKo6tqKaTpFzqDp5nlLlYwcGRjwqj3JIH41eGcDIwfSnZ2uK+tinf6ZZalGq3cAZkO6ORSVkib+8rDlT7g1zd5oWujWo7yW8Ou6dtiSa2uHEc8kcbOyoXxtddz5IYDdtAJ657CirjUcSJU4y3LWl+KLDULxdPlt7nTb1lJS3u0CmQDrsIJVsexNb1cZqOnW+pWvkT7kZWDxyxna8TjoynsRVvQNfuGuhoWulV1JVJhnA2peIP4l9GH8S/iOK550k1zQNIzadpG3q2qWWiaPd6tqMwhtLWMySOewH9e1fDuu/EDxFqvju88WWuo3Gn3cxKRGCQqYougQEdsdfU5r6L/aIttcn+HUUmmsf7PhuA1+i53Ff4D/uhuv4elfI1fS5JhoezdV6t6ei/4J8rnmJqKrGjHRLX1f8AwD7e+DmqajrHwm0nUdVvZr27labfNMxZmxM4GSfYAV39ea/Ar/ki2if70/8A6PevSq+bxaSxFRLu/wAz6bBtvD02/wCVfkFFFFcp1BRRRQAUUUUAFFFFABRRRQAVR1TSrXWLNbO93tb+YsjxqcCUKc7W9VPcd6vUU02ndCaurMAAqhVGAOAB2ooopDCiiigAooooAKKKKACiiigDjvFMjaprFt4cDEWix/ar4A48xc7UjPsxDEjuFx3qdESONY40CIowqqMACs/W5V0XxjNqGoMI7LUYI0juG+7HJHuJQ+mQcj1wakg1nSLmEzW+qWksa8llmUgfXmu9RfIrbHKmuZ33E8OpHofiu40q3RY7LVUe8jjUYEcy7RJgejBlP1DetdvXnOj6tb6t8Q9Pa0zLZQ21ysd2pzHNLmPcqnvtHUjjPHY16NWOITUlfexdFpp22uFFFFcxuFFFFABXP+K/3tppll/z86lbKR6hZBIf0Sugrn9c/eeI/DVvjP8ApUsx+iwuP5sK0p/FfsZ1PhscdZAD4h6lqHONSa4QE9D9naOP+prqa5wo0PhnRvEX/LOHULhpsf8APKeZ1z+DGMn2Bro67Z628tPu/wCBY56Wi/H7/wDg3K9/aR3+m3NjMMx3ETRN9CMVr+Fb6TUvCWm3c5zOYQk3/XRflf8A8eBqhVfwxcf2drd/oM3ypO7X1mezKx/er9Q53fRxWU1zQflqaJ2mn3OwooorjOgK8K8Sv/whP7Suj+IHPl6d4ggFrO54AfhefxEZ/Ovda4H4s+DW8Z+BJ7e0XOp2R+1WZHUuo5UH3HH1xXbg6kYVOWfwyVn8zixlOU6fND4ou6+X+Z31Fed/CXxyvjHwgkN4+3WdNAt7yNuGJHAfHvjn3Br0SuerSlSm6ct0dFKrGrBVIbM8y+MeoXGmaBpt7Hp5uoIrljK4bAj3RMgzx33nn1A9a8E/4Sv/AKc//H//AK1fYF9ZwahYT2VzGkkUyFGWRQynPsa+PPFvh2/8NXo0i8W3kaycxPcW68OWCuoYkAkhWz9D7V72Vzpzj7OS1R4+YqpTl7SL0Y//AISv/pz/APH/AP61H/CV/wDTn/4//wDWrMGga5cxx3Frot3JC6KVdY+G4HIp32a5j8SRxppx82Blke3lTgBVBO5fTjJ9RXs8lPp+Z5fta3X8j0/4T65c6l48tobfSy6RxSmWUPxGG2fMeP8AZxj1avoquI+GPhV/C/g9IrlraW7unNw8sC4BVgNozgE4H867evkcbVjUrNwWi0PpsJCUKS53q9Qrw/46XUmu6r4Y+HdgxNzqV2s0wX+FB8oz+bH/AIDXsWsatY6Fot1q+pziG0tYzJI59B2HqT0Arxn4T6dfeMvHOrfFbWoWSOVmt9Njb+FehI+g+X6lqvBL2fNiZbR29en+ZjjX7Tlw0d5b+UVv/ke328EdraQ2sK7Y4UEagdgBgVLRRXnHohXzB8cPAPi7VvHF/wCJdP0dp9Jhs0aS4E0YChFJbgsDx9K+n6qapp8OraReaXc7hBdwtDJt67WGDj8DXZg8VLC1faRXkcWMwscVS9nJ+Z4V+zz4D+x6fJ421KHE90pislYfdj/if8TwPYH1r6AqG1t7eytIbK1jWKGBAkca9FUDAFTVOKxEsRVdSXX8i8Lh44akqUen5hXHa43nePNOhf7tvYTSoD3ZnRSfwA/8ersawvEmjNqdrFdWs6W2oWJMtvM/3enzI/8AssOvpgHtWdKSUtTaom46Gbd2VnfwGC+tYrmI/wAEqBh+RrHm8G+G54mibTdsbDBSOV0X8gQKl0DxJp+v2xMDiO5QfvYCeV5xuH95D2YcGtquu86b5b2MLQqLmtc5i28C6DY/8g439iBwFt76ZVH/AAHdj9Knm8LxzQtH/buspnoyXhBH6V0FFP2s3q2HsoLRI4xdC03Rcf8ACQ2Metaa7BWv5mb7Raknh25wQCfvLtK9cd66G+07VvDcLXVvPJq+kJ8zxyc3FuvqG/5aKPQ/NjuatXwhbTbpbhQYTE3mA9CuDn9K2fC/nHwfo/2jcZfscW7d1zsHWpqVZW5nr/X4fIUaaT5Vp/X4nOWuvaLfTJDZ6taXEr52xxyqzHHXjrWlWdrenRaB4jTXLeNVs9TkWC8GP9XKcBJAewOApHqVPrWjSfK0nHZlxb1UtwqpqOnW+pWvkT7lKsHjljO14nHRlPYirdFJO2qKavoyHTNSXVIbjwn4ojjkupImQNtwl9FjBZR2YfxL26jg18n+IPhb4isPiTdeD9Hsnv5tpntTvVPNh6hssQMjofcGvqrUdOg1K2EUxaN0YPFNGcPC46Mp7H/9VQabeWtx4m0w+JI0h120SSG0vEG2K9Rx8wHo3AJQ9+mRmu3C4qWGcpU1utvPv/mebjMHHFKMaj2e/l1X+Q74S6Hqvhv4XaXo+tWhtL6BpjJEWVtu6VmHKkjoR3ruaKK8irUdScqj3buerSpqlTjTjslb7gooorM0CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCpqWm2eradLp9/CJbeUYZc4I7ggjkEHkEdDXnWq6da+GZkn8SWlnf6ZuCxarLChkhJ4Cy8fhvH4gda9Qrzy3jh8Q6tc69fRrcRLK8FjHINyxRoSpYA8bmYE564wK68PJq99jmrRTtbcx9I1fS4fGdpY2V/bSwpqPnRLFIpASeCRWAx/01QH/gYr1uuJutH0m9i8m7021nT+7JCrD+VZV9jwhbjXdNmuEtbVgbmzMzPHLESA21WJCsM5GMdMd61qRjVa5dyIOVJPm2O60/UmvdQ1W0eMIbG4WEEHO4GNHB9vvEfhWjXl2m/ELRYvFmtSeRdeXcx28qjaM5AZT3/2VrfHxE0U/wDLvdf98D/GsZ4aonpHt+RrCtFrV9zsqK40/ETRR/y73X/fA/xqhqvxN0aHR72SOC6EiwOVJUYztOO9SsNVbtylOrBK9zstG1L+19Gt9SWHykuAXRd2flydp/EYP41l6hIf+E504/w22nXUx+paID+v61y+kfEfw/pnh/TrA293/o1tHFwg/hUD19qfp/imw8UeJNWmsEmRLfRmUiUAclyeOfYVt7CcZSk42Wv+Rl7WMoxV9dP8zA0+bXG8J6T4VF3He2us2YZnlGJrOLaGkOQMMDu2rnBBYdcV3yjaoUdBxXN+ENOnh0i31TUHD311bxLhfuxRBfkjH55J7kn2rpa1rNOVkRRi1G7Cs3WLS4mt4rywIXULJ/PtmPGWHVD7MMqfr7VpUVknZ3NWrqxt6TqUGsaPa6nbZEVxGHCt1U91PuDkH6VdrlfBj+WNa07+G2v3ZB6LIqyf+hM1dVXLUjyyaRrCXNFNhRRRWZZ4d8QfCOteDfFR+J3gSLcw+bU7FR8sq/xNgdQe/oea9H8EePND8daMt9pUwW4QD7RaOf3kLe47j0Peuq6ivHvF3wemGsnxX8O9Q/sHXFJdoVO2GY9/Zc+mCD6V6UatPEQVOs7SW0v0f+Z5sqVTDydSgrxe8f1X+R7DXyv4+m1PWNCt/Fl1ZRwW2tXQnj2SbtpWIRFSOv8AyzJz712unfGrWfDV0mj/ABR8M3OnXA+UXtumUk99vQ/VSfpSWPh/4X+KNJttOs/iDcT2UDFoLSW6VPKJz0V1BHU11YalLCS56i07rVW9V8jnr1oYqPJTevZ6O/o/mcfpvxAsdL0vS9NexlnYQojSRyLtQ9PmyciqOnLc+IvilcJpUKTy3cUioolG3/U4J3dOOtee6xdW+m63eWCBpEhlKq4wcjt+le1+CfDHg2z8Lad4q1Lxk+iajIshJjukjKAMycAjPIH617FaMKEPaJay0776nl0as68/Zt6R17baHsfgfVZtW8KxvcQpFJayvZkIxIPlnZn8cVuajqNjpOnTajqV1Ha2kCl5JZGwqivE4/i74P8ACOmr4d8FxX/iu+eV2UgEB5GOSS23J59B+NRWvgHx78TtQh1T4lXraXo6Nvh0i3O1iO2QD8vHc5b6V4EsHaTqVnyQ8936Lc9pYy8VTornl5bL1exTvbzWPjx4qXTNNEtj4I06YNPORta5Yf1I6Dt1PNe+6fp9npWmW+m6fAsFrbRiOONeiqKZpWladomlwaZpVpHaWkC7UijGAP8AE+9Xa5cRiFUtCCtBbL9X5nTh8O6d5zd5vd/ovIKKKK5DrCobq6gsrOa8upViggQySOxwFUDJNTV4D+0R46ew02HwXp8hWa8UTXjDjEWflT8SOfYe9dOFw8sRVVOPU5cViI4ak6suhkaL8ftOtvGXiLVdXtbya0u2iisY4QD5cSbuuSOTuz+NfRtldJfadbXsalUuI1lUN1AYZH86/Oqv0J8O/wDIq6T/ANecX/oAr2M4wlKhySprfT7kjxsmxlXEc8aj2/Vs1K57xtK0fgrUUjba1wq2oYdvNdY8/wDj1dDVTU9Pt9W0q5027BMNwhRsHBHoR6EHke4rwYNRkmz6Cabi0jkbzRNL1CGCO6tFfyBiJ1JR4+3yspBH4Gqn9gTQ/wDHh4g1O1H91pFnH/kVWP60Q6sNJl/snxJdRWt7EdqTykJHdr2dSeMnuvUHPbFa6XVtIMx3Ebj1Vwa77zj6fgc6UJa9fxMj7F4miH7rXrWb2uLHk/ijr/Kl3+LI/wDl30m4HqJpIv02t/Otrcv94UgdGOAwJ9AaXP3SHydm/wCvU5jU7PxVq1mbWWPTLe3LAzQrNI5uUzzHu2jYD0Jwa7zQdXj1jTjILY2k8DmCe2YgmJxjjI4IwQQe4IrKkkSKNpJHCIoyzMcAD1rzWHxHqZ1LVNR0q7ktrO8nDRgAfOqoqb+R325Htiq9m68bLSxHMqUk97np0nneJNE8TafMFMRlms4MDpiMDP1D7vyrP0a8OoaFYXrfemgR29iVGR+deW6P4o8Rw6QJYdWmT7RLJcHgcl3LZ6e9dl8Pr6S78O3EMz7pbW8lRj/vHzB+j1pPDypRfa5EKynJeaOuooorlOo4/wAa/EDS/A32L+0rW4n+2b9nkgHG3Gc5I/vCuM+FvjGx8Wwap4V1iMTASyT2qTcl4Wctt+qkj+nSsf8AaJ6+HP8Atv8A+068W0TWLzQNctNY099lxayB19D6g+xGR+NfR4XAwq4TmXxP803Y+WxeY1KOM5X8K/JpXPtK2vtc8PfIok1zSx0Rm/0qAezH/Wj2JDe7V1ul6tp+s2QvNNuVniztPBDIw6qynlSPQ81yPh/WrXxF4estas8iG7j3gHqp6EfgQR+FLcaUft/9p6ZdvpuokBWmiUESgdFkU8MP1HYivnZ0021LR/1ufSwk0lKOq/rY7qiuQg8WX2n4j8SaaViHH26xBki+rp95P/Hh7109ne2eoWqXVjdRXUD8rJE4ZT+IrllTlDc3jOMtixRRRWZYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAjAlSFODjg+lee+FXVfDVpZMNlzZKLa4jP3kkXhgf5+4INd/PNFbW8lxPII4olLu7dFAGSa82ns7jxNrS6/GZtDgaPYn2chZ7tOzS5BAHoMbhnqOlddBXTT2Oeq7STWrOlJwMngV5r408SW2rD/hH9LlE8AcNeTpyvynIjU9ySBnHQDHeofiF4cW00i3v4dSvpI/PSK4huLl5VkDHg4JwDnA9MGuYtVSNVRFCqOAAMAV6mHoxsql7nFVqSbdNqw+FNviNB/z1tT/46w/+KroI4cgcVh5A8Q2PvBKP1SulhIxXRUexnTW5XkhwOlYPiBP+JNcp08wCP/vohf6108zLiuc8QD/iUyyAZ8lkmI9lYMf0FFJ+8h1V7rKs6ADFdT8LNreMNSs8c3Omv+OHUY/8fNczOysNynIPIPrW78NZ1h+JVop6z280WfwDf+y062tGXoTDSpH1O98M3EbeE9EDyKHktIlUE8sQgzj16VtVxXh0GfWrS2bONKt51x/tNOyD9Im/Ou1ryaqtJndSd4oKKKKyNiHw0SPF3iCMfd8m0k/E+aD+iiuurkPD58vxvrSHrLZ2rj6Bpga6+sa/x/JfkOl8Pzf5hRRRWBqFFFIzKqlmYKo5JPQUAQXljZ6hava39rFdQP8AejmQOp/A159q3wO+HGqO0g0VrCVv4rOZkH/fOSv6VF4o+N3gzw9O9laTSa3fg7fIsRuUH0L9PyzXNr49+NHiMb/Dnw/i023b7sl8cNj1+cqP0r1KFDFQXPF8i83Y8uvXwk3ySXO+yXMWH/Zu8FM+U1HVEHp5iH/2WtGw/Z9+HdnIHubW9v8AH8M9yyr/AOObayxbftGSLvN9ocR/uHbx/wCOn+dMbXP2g9EzJfeGtN1mFeT5BXcR7BWB/SupyxUtFiF/4FY5VDCR1eHa/wC3b/5nrOi+GPD3hyExaHo9rYKRgmGMBj9T1Nac88NtbyXFxKkMMalnkdtqqB1JJ6V47pfx802K+XTvGnh+/wDDV3nBaRGdB7ngMB+BqtrWqwfErVtUnaae48BeHIxLPHZgltTnA3bRjkqB2/x44ng63PetdLvv93dnasZR5LUbN9tvv7L5HVXHxi8K/bXtNFttU8QSI21202zaVFP+9wPy4qTTfi94QvL+PT9Qa90K7kOEj1S2aAN9GPH5kVifCn4qeHvE/meHotNg0G6hZvstpHgJJEOmOnzAdR+NZ3xL+K3hGDXYPB91osfiK2aTy78D5vJzxiPHVwfT6dem/wBUTquh7J3Xn+O1v63MPrf7pV/axs/LT03v/Wx7YrKyhlIZTyCOhpa8o8G3V74L8aR+Ar65mudF1GA3WiTXGfMjAGXgbPPA5Gen48er15tal7OVr3T1T8j0qNX2kb2s1o15hXj3x48B/wDCS+FP7f0+DfqmlKWIUcyw9WX8Oo/H1r2GkZQylWAIPBB708PWlQqKpHdCxFCNem6U9mfnHX6E+Hf+RV0n/rzi/wDQBXl+jfBLwxb+M/ETavosd7pdwYp7Dc7qId2/fH8pHQ4/DFewW8EVrbRW0CbIolCIo/hUDAFevmuOp4nljT6fqkePlOAqYXnlU6/o2SUUUV4J75wWvWdrr3jOay1OFbqz063ikjt5eU812YlyvQkBVAz05pG8M+HWOW0Owz0z9nX/AArR8T2dxZajD4ksoHnVI/IvoYxl2iBJV1HcqSeO4Y+grCk8c+EYbJbuTxBZhH+6vmZkPts+9n2xXpQ55RXs728jilyRk+e1/Msf8In4b7aNbAeirgflQ/hXw60e1dJt4SOjwr5bL9GXBH51hy/E7w2uRBHf3RH/ADztiP1bArntY8b6lrcDWdhbtpdnINskjMDO49BjIT65J+ldEaVeT1ujJ1KK2SZnWMTX1mov9SvdQi3MAs93JJG4DEA7ScHIANa948cdjKyj7qE8fSsm2kjhiSONQiIAqqOgFSzy+dbyRbsb1K/nXa1eRhG0Y2RRsVCaHZL6QJ/6CK2fBesW2l+K5rG7nWCLUo18sucAzIcYz6lW/wDHa5vT7rzNIgRuJIl8qQejLwf5VH51vHqdjcXcSS20dwnnI4yDG3yv/wCOsT+FaShzKUWZqXKoyXQ9/orM0zTbnTZGiXUpLmw2/uo5xukiPoHzyuPUE+9adeE0k9D1U21qeCftE9fDn/bf/wBp15J4P8M3Xi3xTaaNbZVZG3TSAcRxjlm/w9yK+u9e8J+HvE/2f+3dNS9+z7vK3My7c4z0I9BXN/DXwLD4TtdQvZIBHeX07kL18qEMdiD8OT+HpXu4fMI0sLyL4l+rf5Hz2JyyVbGe0l8L/RL8ztrCxtdM0630+yiEVtboI40HYCrNFFeC3fVn0SVtEFZU2h2/2lr3TZptKvWOWntG27z/ALa/df8A4EDWrVHVNTt9KsmuZ8kn5UjX7zt2Aqo817RFJJr3gPirVNCh3+IrVLyzXg3tkMOB6tETn/vkn6Vu6D4n0XxLBJLpF55xiIEkbo0bpnplWAI+tcXZ6LPqky6l4h/eMeYrP+CIe47mmWnhT+wddfXPDF41rcuhjktrkmWCRSQcYzuXkcEHjniqlSpNNXtL8DNSqRaa1X4nqFFcrb+Mobdlh8R2b6RJnH2gnfasfaX+H/gYWuojkjmjWWKRZI2GVZTkEexrhlCUPiR0xnGWw6iiioLCiiigAooooAKKKKACiiigAooooAKKKKACiiigDn/GzFfAet44zauCfQEYJ/Kqse3yk2/dwMYrqJI45onilRZI3BVlYZDA9Qa8p8TQa34Vsl0zTrqSOxuZo4bG68rzmhLMF8ls9MZ+ViDwMHkDPZQ99ez6nNVfI+d7GR8TdXtzHYaHDMHuDMLiZFOSiKDjd6ZYjH0NcXBJ0pni2OxtPH2rWunqfJtmS38xmLPKyoC7Mx5J3M3PtVH7YlvbvNJnagzgdT7V9BRpqNOKXX9TypVLzcn/AFY1LeXzvEG4H5bWDaT/ALTkHH5KPzrfSfA61yuliSC23Tf8fEzGSX6nt+AwPwrWW44onHUqm9Lmq8/HWqNw6ujKwyCMEHvUDXFVpJs96iMS3Iy7aRrZ302Uk+UMwsf4o+34jp+XrW74Luvs/wAR9BfGQ1wYyfTdGw/mRWNPKKh028Fp4k0m6L7RDewSE+wkXNbzjzRa7o50+W3keveGo3j8ZeLYW/5YXYjHsGaSQfpJXXVlW9ult458T7eDcSW8/wCBhC/zQ1q14FR8zv5L8ketSXLG3m/zCiiiszUpWzfZvHunSHhbu1mtj7spWRR+Qeu1rgtYbyZ9HvRwbfUYOfZz5R/SQ13tZVujCnu0FFFR3FxDa20t1cSLFDEpd3Y4CqBkk1zmxn6/4g0nwzos+sazdrbWkI5Y9WPZVHcn0rw0SeOvjjdv5MsvhvwUrFcj79yB/wChf+gj3NJZ2998dfH0uoXplg8E6PJthh5X7S/+J6n0GB3r6Ctra3s7SK0tIEgt4lCRxxrtVAOgAFeq+XBK1r1P/Sf+D+R5S5sa73tT/wDSv+B+ZxGkeEPBHw106Gax0ovcyOsKz+WZ7mZzngd+gJ4wAAau3XxD0Kxu7e0vLfUbee4R5IkktGUyKgBYjPoDzSePNOGr2+j6YRGftN48Y8zO0E202CcEHr6GvDNZ+HfjTRNDOn6kL7XEs2jW1libzLWKNmYs7KcOu3LZ5IORngU6NOniPerT959wrVKmH92jD3V2PcX+JPhyM3gkW9Q2ODchrcgwZ6b/AO7ntnrViHx3pNxMkMFnqUsrxiZUS1YlkPRgPQ+tfKmoeHfF0esalBqmm31/M0Xn+W8Eghmgi3ASMQQyjjKjuTzWzoPw38Y3zWNyLW7fdJG8ZfdFFIhRSVMqksAAPl4xwcHJxXbLLsPGN3M445jiJSsqZ9I3U3hvxcx0LWNElkaSJpI4tQsygcLgEoT3G4dDnmua+Bdtb2vw1khhjCMuo3Kyr3DB8AH/AICFpPBumeILLXNDk8QXM4uriC8nayl2lbViyblRgSSpLAjJyMfhWPqSv4B8V65pN9eT6b4Y8Wu80Gpwcf2feOMMCeig9Qfb2OOJQvGVCEr3s18m07fn8jsc7TjXmtrr77NX/L5nj/xlg8L6X8SC/gy4eK9Db7tLbiOGbP8AAR0b1A6Gt39ny08I3Xiq4uNZl8zxBGd1lFPjYfVl9X/kOR7eifC/4L2fhrUJPEOu3Vvq995jGzaM74kTPEnPVz+n61Q8dfBWwbxZb+K9E1mHw5ZiXzr9y/liDHPmRnoCT24GefavVljKEqbwnO9rc3fy72PIjgq8aixnIt78vbz7XOr+J3y+Kfh5ND/x9jW1VCOvllTv/DpmvTK8l8MtN8QPiHb+Ltsx8OeH42t9MlnXDXkzDbJNj0xxn6fh61XgYhcihTe6Wvzd7H0GHfO51Fs3p8klcKKKK4zsCiiigAooqhrWorpOhXupMu828TOqf32/hX8TgfjTSbdkJuyuzFmi/wCEq1u5s5iToenOI5YweLyfglW9UXIyO7ZB6V83eIvEtx4p8QyahMBHaxsY7O2UYSCMHAwP7xAGT+HQV9T6BpraVoFrZyNvnC753/vysdzt+LE15d4r+Dc0+sS614RvorSWSTzmtJ8hA+ckowB2884IIz6V6+Cr0qdRqfyf5/eeZiqVScVKPz/T7jzjSYtaWwvrqzs5pLONQl2wjJULkHDHt0q5qEsEmoT3VhCEsmcbNiMEUkZ2856c10tjoXxKt4NdtdS0u9mGpISxtriDa8vHJyfu4yDjFcxP4Z+I8ckOgw6PMqSK90LdpY2B2lVLABwP4hXpxqRlJ+8vvOVpxitH9w1LjjrUhuOOtV7Pwv48bULmwm8MzvPAkcjLG0YKhywGcv32H8qv/wDCG+Ov+hTvf+/kP/xdU3TT+JfehRlJq9n9zMKRpLfUjLEpaG4/1ij+FwOG+hAwfwqG+kD2sylsAoRn8K6aPwH46nIA8NzRZ/56zxAD64Y11/hz4N3DXUd34svIXhQhvsNqSQ59HcgZHqAPxqZ4mjTV3JfLUcaVSWkU9Tp/C9+2qeD9H1BmDPcWcUjkdNxQbv1zWvWB4SjW10e501FCpYX1zaoo7Isrbf8Ax0rW/XiVLKbsepTbcFcKY80MckUckqI8pKxqzYLkAkgevAJ/CiaaK3geeeRYoo1LM7HAUDqSawtJil1XUD4ivI2SPaY7CFxgxxnrIR/efj6LgetJRum2Nys0kdBRRRUljZJEiiaWRgqICzE9ABXNaXC+u6oddu1P2aIlLOJumP75HrUviKSS8ntNAt2KtdtumI6rEOv51vwwx28CQQqEjjUKqjsBWvwRv1f5GfxP0H0UUVkaCMquhV1DKeCCMg1lLo8mnyNP4evpNKkJ3GBRvtnP+1EeB9VKn3rWopptEuKe5DB4uubHEfiTTWt1/wCf2zBlt/qw+8n4gj3rqLW8tb62S6srmK5gflZInDq30IrnaypNDhjuWvNJuJtJu2OWktSFWQ/7aH5X/EZ96h04S8vyGpSj5ne0Vx0PibWNNOzXtN+1wD/l805S2B/txHLD/gJb8K6XTtU07VrX7Tpt7FdRZwWjbO0+h9D7GsJU5R1expGcZaFyiiisywooooAKKKKACiiigAooooAKKKKACub8USx/atDtpmCwm9+0Sk9khjeTP4Mq10lcvqNrDrHjNdPnBaC20yXzAPWdgg/8djf861pfFd9DKp8NkfLT6k+oX9zqEmQ93M85B7bmLY/WrkUwIrT1P4XeN9G1KSzg0abU7dT+6ubbaVdexIzkH1FRx+CfHC9fCmo/98L/AI19h7Si1eMlb1PnIqotJRf3DY7j3qwtzx1py+D/ABqP+ZV1H/v2P8adF4T8ZTajHYL4enhneNpQLghMqpAOMZ/vCsuan/MvvRteXZ/cyM3PvUElx71Zk8L+MItWl0xvD1xNcRxJMwtyHwrFgM5x/dNK3g/xqf8AmVdR/wC/Y/xo5qa+0vvQXk+j+5mRLN71mXdy0cTSpyyfMv1HNdE/grxw3TwpqP8A3wv+NS6Z8L/G2talHZ3Gjz6ZbOf3tzc7QI17kDOSfQVqqtKKu5L7zGSqS0jF/ce5PIr+Mjcr9y+0uCVT67WfP6OtaVUtZtYtN8Q+Go4ciJbWeyH0AjZf0jNXa+YeqT/rse/HS6/ruFFFFIsztatJ7zSmS12/aIpI7iINwGeNw4B9iVx+NdRo2r22t6XHfWwZMkpJE/DwyDhkYdiDWRWTNJN4f1Rtes42ktZcDULdP4lH/LZR3dR19V9wKHHnjy9ehN+V833nfV478dNevf7K0vwNorH+0vEE4iYKcERZAx+LED6A167b3EF3axXVtKs0Eqh45EOQykZBFeI6Wv8AwlX7VGp3ko323h218uPPRX4X+bufwq8FFKo6sl8Cv8+n4nPjZN01Si/jaXy6/geseFPDll4T8K2Gg2KAR20YDMBgyP8AxMfcnNbdFFcMpOUnKW7O6MVGKjHZHP8AiD/kL+Gf+wkf/Seaugrn/EH/ACF/DP8A2Ej/AOk81dBVT+GP9dWTH4pev6IMDOcc0ABQAowB2FFFZmhz99/yP2i/9ed3/wChQ1q6jpthq+nzafqdnFeWkw2vFKoZWFZV9/yP2i/9ed3/AOhQ10FaybSi12/VmUUm5J9/0R5l/wAKnk0wsvhDxxrmgW7HP2RZRPAn+6rdPzNec6rol3p3xs0Xw78QtcvvEmh6ggNq1zKUi83oAyA7fvDH/AhX0nXjv7QWlvJ4HsfEVr8t5o14kqSDqqscH/x7afwr0sHiZzqqnN/FpfS93s77nm4zDQhSdSC+HW2trLdW22PXre3gtbaO2tYUggjUKkcahVUDsAOlSVn6HqKav4e07VY/u3dvHN9Nyg/1rQryZJptM9ZNNJoKKKKQwooooAK5rxb9oI0lVsLm7skvVnuhbJ5jBUBZfl6kbwnTPSuloqoS5XcmUeZWMKLxf4bkkEUmqR2sp/5Z3atbvn6SAGtuOSOVBJG6uh6MpyDSSwwzxmOaJJUPBV1BB/OsSTwd4baQyQ6YlnIeS1m7W5P/AH7Iqv3b7r8f8iffXZ/h/mb1c/cf8lD07/sG3P8A6MhqG70SHS7GW7/4SnVtPtoFLu73KyqoHr5qtXB6hdeJV1y11KDxT/ZwNvJHbtq8EbTyozKdwgijDbfkH3sH6dK3o0uZvlffuY1avKrNdu3c9CsP+R/13/rysv8A0KeugrxvTb7xbFrd9qK+KNP1d3giW5SzsvLuIo0LkN5DkFh856HPoDXfWsPiS9s4by08VWM1vMgkjkXTuGU8g/6ynWo8r1kunft6Co1brSL69u/qdNTZJEijaSRwiKMszHAA9TWD/ZfieTiXxUkY9bewRW/8eLD9KRfCOmzSLLq093rMgOf9Ol3Jn/rmMJ/47WHLFby+7+kb80ntH7/6ZzemaPdapqOva1oGsPb29zfb4PNjElvcDykDMBw2NwYblbBx3q4z+JrT5bzw21yB1ksLhHB99rlW/Dmu4VVRQqqFUDAAGAKWtHXbexCo2WjPIr3VLfUtV8jXkn0jSrZgRBewvF9rfqCxI27Ae2eT1469lDNDPAk1vIksTjKuhypHsRXVFQwwwBHoa5XU/Cawu+o+GStje53vb5It7n1DL0Un+8BnPXPStPbRnZbfkTyShd7j6Ko6bqUeoRyL5T291A2y4tpeHhf0P9COCORUt/cfZdNubn/nnGzfkKdnew001cxdE/07XtU1duVD/ZoT/sr1/WujrG8L2/2fw1Zg/fkXzWPqWOa2auo/eYofCFFFFZlhRRRQAUUUUAFWdL0WwGo/2z9lRLvaYxKo2lh3zj7345qGNGkkWNerHFdHHGsUSxr0UYrOcmlZdRpX3HUUUVzGoUUUUAFFFFABRRRQAUUUUAFFFFABXPaLm58S+Ir/AKoJorND6iOMMf8Ax6Rh+FdDXK6dpvinSoriC3bSpkluZrjfIZAx3yFucegIH4VrC3K9TOV7o6qisLPjD+5o/wD31L/hRnxh/c0f/vqX/ClyeaHzeRu1hXP/ACPmm/8AXhcf+hxU15PFsaNJJ/YyooyzF5QAPXpXD3HiTxZNr8GuWdjpE2mwwSQLez3DW0LlmUkqXwWHydQMH1rWlScm7NGVSoopXOztP+Sl6t/2DbX/ANGT10leS2+veLYvEl14jaz0WbTZraK3mubO6a5WDYzsGYJ8wHz8nBxittvFfiiDU0sryy0mAXGDZ3HmyNFdKRkbWA+9/snnuMitKlCTeltl18iKdaNvm/zO/orkP7X8Wf8APvpP/fcv+FH9r+LP+ffSf++5f8Kx9jI39oibxiuxtDvO0OoKrH2eN4/5stLWVqzeJNZsVsblNMhj86KYvG0hZdkivxkf7OPxrVrdK0UmZ7ybCiiikUFFFFAGTBLd+Fbh7ixhe60aRi89mnL25PWSIdx3KfiOeDxfwRkh1Dx18Q9YjkEv2jUDscd0MkhGPwxXpVeZfB2T7B8V/iDorsAzXBukX/Z8xv6OtdcPeoVe9l+aOCquXEUe13+TPdaKKK8c9U5/xB/yF/DP/YSP/pPNXQVz/iD/AJC/hn/sJH/0nmroK0n8Mf66szj8UvX9EFFFFZmhz99/yP2i/wDXnd/+hQ10Fc/ff8j9ov8A153f/oUNdBWk9o+n6szhvL1/RBXD/FyCO4+D/iRJBkLbeYPqrBh+oruK8++NF8tj8HddYsA06JAue5Z1B/TNa4VN14W7r8zLFNKhNvs/yLfwmmaf4ReHHZixFqFyfYkf0rtq5H4Z2bWPwr8N27/e+xI//fQ3f1rrqnENOtNru/zKw6aowT7L8gooorA3CiiigAooooAKKKydf1STS9L3WsYmv7hhBaQn/lpK3TPsOWPsDTinJ2Qm7K7OY8Waysl86Lbm9tdJdGa1U4N7eMMwwj2X77dh8voaqeH5Yrv4rS6tCm+31PTjd21z/wA9IiIFC/8AAWVuO273qvqXh7Tpr7TtJtTNrt9p6u8tr5nl2xml5ea5cc85OE5yDjGK2dN0iXTviBYy3l817dy6bOGO3ZFGBJFhY0HCKM/U9ya9H3Iwsuz/AK/r016cHvynd91/X9fh1zdee2PxEmhiw2r4057Q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#### Sondaje 9.              Sonde al paciente conforme a la normativa local y a las instrucciones de uso utilizando el catéter Luer-Lock (D) y el lubricante (D1) incluidos u otro catéter y/o lubricante adecuados. Vacíe la vejiga urinaria con el catéter. #### Conexión del catéter a la bolsa de disolvente 10.              Para mezclar los sedimentos que pueda haber, gire y remueva la bolsa antes de conectarla. No administre la suspensión a temperatura de nevera. Retire la tapa protectora del conector para catéter (C2). Conecte el catéter Luer-Lock del paciente (D) al conector para catéter (C2) de la bolsa de disolvente. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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        ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) #### Instilación 11.              Doble el precinto de rotura dentro del tubo del conector para catéter (C2) hacia arriba y hacia abajo varias veces para romper el precinto. Sostenga firmemente el catéter del paciente mientras lo hace. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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12.              Sostenga la bolsa de disolvente con el vial invertido por encima de la bolsa. Comprima la bolsa de disolvente suavemente con la otra mano para instilar lentamente el medicamento en la vejiga urinaria del paciente. Continúe comprimiendo la bolsa de disolvente hasta que esta y el vial estén vacíos. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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13.              Comprima la bolsa de disolvente para expulsar el aire restante para vaciar el catéter en la mayor medida posible. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Tras la instilación 14.              El cierre de la pinza de presión (C3) impide un reflujo de líquido al catéter y reduce al mínimo el riesgo de contaminación. De forma alternativa, puede mantener comprimida la bolsa de disolvente mientras realiza los pasos 15 y 16. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) 15.              Extraiga con cuidado el catéter de la vejiga sin desconectar la bolsa de disolvente del catéter. Evite la contaminación por salpicadura de gotículas. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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P/nj/wCPH/Gj+z7P/nj/AOPH/GiijmfcLIP7Ps/+eP8A48f8arroWlpq0erR2pS9RDH5qSMu5T2YA4Yemc47UUUc0u4cqfQ0qKKKkZ//2Q==) 16.              Elimine el producto conforme a los reglamentos nacionales utilizando la bolsa para desechables. El contenido del vial está previsto únicamente para un solo uso/una sola dosis. Se debe desechar la suspensión restante. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Instrucciones para los usuarios de Vejicur #### Componentes y aplicación del kit de instilación | #### Componentes principales del kit de instilación ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Componente principal | #### Descripción | #### A | Vial con polvo | #### B | Funda protectora | #### C | Bolsa de disolvente con solución de cloruro de sodio al 0,9 % (9 mg/ml) |        C1 | Conector para vial con tapa protectora y precinto de rotura |       C2 | Conector para catéter Luer-Lock con tapa protectora y precinto de rotura |       C3 | Pinza de presión |      C4 | Puerto de llenado sin función de aplicación | #### D | Catéter Luer-Lock |       D1 | Lubricante | #### E | Bolsa para desechables | #### F | Conector Luer-Lock a cónico | #### Conexión del vial a la bolsa de disolvente 1.              Prepare la bolsa para desechables (E) para la eliminación directa del kit tras la instilación para evitar una contaminación. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 2.              Retire la cápsula de cierre extraíble del vial (A) y desinfecte el tapón conforme a la normativa local. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 3.              Abra la funda protectora (B) de la bolsa de disolvente (C) y retire completamente la funda protectora. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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4.              Retire la tapa protectora del conector para vial (C1). ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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5.              Presione el conector sobre el vial hasta el tope. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) #### Mezclado del polvo con el disolvente 6.              Doble el precinto de rotura dentro del tubo del conector para vial (C1) hacia arriba y hacia abajo varias veces para romper el precinto. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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7.              Sostenga la bolsa de disolvente de manera que el vial esté por debajo de ella. Comprima la bolsa de disolvente varias veces para transferir suficiente cantidad de disolvente al vial. Asegúrese de no llenar completamente el vial para permitir la posterior transferencia de la suspensión a la bolsa de disolvente. Puede quedar cierta cantidad de disolvente en el interior de la bolsa. Remueva el vial lentamente para reducir al mínimo la formación abundante de espuma al mezclar el medicamento con el disolvente. Si hay mucha espuma, deje reposar el vial brevemente (varios minutos). El contenido del vial tiene que formar una suspensión homogénea. Esto puede llevar varios minutos. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 8.              Invierta la bolsa de disolvente y sosténgala de forma que el vial esté por encima de ella. Sostenga el vial. Comprima la bolsa de disolvente varias veces hasta que el vial esté completamente vacío. Si queda polvo en el interior del vial, repita los pasos 7 y 8. Desde un punto de vista microbiológico, el medicamento se debe usar inmediatamente. Si el medicamento no se usa inmediatamente, consulte la sección 6.3 “Periodo de validez”. La suspensión no se debe instilar a temperatura de nevera con el fin de evitar que el paciente sienta la necesidad de orinar, lo cual acortaría el tiempo de exposición. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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#### Sondaje 9.              Sonde al paciente conforme a la normativa local y a las instrucciones de uso utilizando el catéter Luer-Lock (D) y el lubricante (D1) incluidos u otro catéter y/o lubricante adecuados. Vacíe la vejiga urinaria con el catéter. Nota para el uso con un catéter autoseleccionado con conector cónico: Se debe usar el conector Luer-Lock a cónico (F) incluido para conectar la bolsa al catéter autoseleccionado (no mostrado). Para ello, se deben realizar los siguientes pasos adicionales: - Retire la tapa protectora del conector para catéter (C2, ver paso 10). - Gire y remueva la bolsa antes de conectarla para volver a mezclar los sedimentos que pueda haber. - Conecte el conector Luer-Lock a cónico (F) al conector para catéter (C2) de la bolsa. - Conecte con cuidado la bolsa con el conector (F) al catéter del paciente. - Luego, continúe en el paso 11. #### Conexión del catéter a la bolsa de disolvente 10. Para mezclar los sedimentos que pueda haber, gire y remueva la bolsa antes de conectarla. No administre la suspensión a temperatura de nevera. Retire la tapa protectora del conector para catéter (C2). Conecte el catéter Luer-Lock del paciente (D) al conector para catéter (C2) de la bolsa de disolvente. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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       ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) #### Instilación 11.              Doble el precinto de rotura dentro del tubo del conector para catéter (C2) hacia arriba y hacia abajo varias veces para romper el precinto. Sostenga firmemente el catéter del paciente mientras lo hace. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) 12.              Sostenga la bolsa de disolvente con el vial invertido por encima de la bolsa. Comprima la bolsa de disolvente suavemente con la otra mano para instilar lentamente el medicamento en la vejiga urinaria del paciente. Continúe comprimiendo la bolsa de disolvente hasta que esta y el vial estén vacíos. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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13.              Comprima la bolsa de disolvente para expulsar el aire restante para vaciar el catéter en la mayor medida posible. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Tras la instilación 14.              El cierre de la pinza de presión (C3) impide un reflujo de líquido al catéter y reduce al mínimo el riesgo de contaminación. De forma alternativa, puede mantener comprimida la bolsa de disolvente mientras realiza los pasos 15 y 16. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) 15. Extraiga con cuidado el catéter de la vejiga sin desconectar la bolsa de disolvente del catéter. Evite la contaminación por salpicadura de gotículas. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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P/nj/wCPH/Gj+z7P/nj/AOPH/GiijmfcLIP7Ps/+eP8A48f8arroWlpq0erR2pS9RDH5qSMu5T2YA4Yemc47UUUc0u4cqfQ0qKKKkZ//2Q==) 16.              Elimine el producto conforme a los reglamentos nacionales utilizando la bolsa para desechables. El contenido del vial está previsto únicamente para un solo uso/una sola dosis. Se debe desechar la suspensión restante. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Instrucciones para los usuarios de Vejicur #### Componentes y aplicación del kit de instilación | #### Componentes principales del kit de instilación ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Componente principal | #### Descripción | #### A | Vial con polvo | #### B | Funda protectora | #### C | Bolsa de disolvente con solución de cloruro de sodio al 0,9 % (9 mg/ml) |        C1 | Conector para vial con tapa protectora y precinto de rotura |       C2 | Conector para catéter Luer-Lock con tapa protectora y precinto de rotura |       C3 | Pinza de presión |      C4 | Puerto de llenado sin función de aplicación | #### E | Bolsa para desechables | #### Conexión del vial a la bolsa de disolvente 1.              Prepare la bolsa para desechables (E) para la eliminación directa del kit tras la instilación para evitar una contaminación. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 2.              Retire la cápsula de cierre extraíble del vial (A) y desinfecte el tapón conforme a la normativa local. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 3.              Abra la funda protectora (B) de la bolsa de disolvente (C) y retire completamente la funda protectora. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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4.              Retire la tapa protectora del conector para vial (C1). ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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5.              Presione el conector sobre el vial hasta el tope. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Mezclado del polvo con el disolvente 6.              Doble el precinto de rotura dentro del tubo del conector para vial (C1) hacia arriba y hacia abajo varias veces para romper el precinto. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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7.              Sostenga la bolsa de disolvente de manera que el vial esté por debajo de ella. Comprima la bolsa de disolvente varias veces para transferir suficiente cantidad de disolvente al vial. Asegúrese de no llenar completamente el vial para permitir la posterior transferencia de la suspensión a la bolsa de disolvente. Puede quedar cierta cantidad de disolvente en el interior de la bolsa. Remueva el vial lentamente para reducir al mínimo la formación abundante de espuma al mezclar el medicamento con el disolvente. Si hay mucha espuma, deje reposar el vial brevemente (varios minutos). El contenido del vial tiene que formar una suspensión homogénea. Esto puede llevar varios minutos. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 8.              Invierta la bolsa de disolvente y sosténgala de forma que el vial esté por encima de ella. Sostenga el vial. Comprima la bolsa de disolvente varias veces hasta que el vial esté completamente vacío. Si queda polvo en el interior del vial, repita los pasos 7 y 8. Desde un punto de vista microbiológico, el medicamento se debe usar inmediatamente. Si el medicamento no se usa inmediatamente, consulte la sección 6.3 “Periodo de validez”. La suspensión no se debe instilar a temperatura de nevera con el fin de evitar que el paciente sienta la necesidad de orinar, lo cual acortaría el tiempo de exposición. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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#### Sondaje 9.              Sonde al paciente conforme a la normativa local y a las instrucciones de uso utilizando un catéter y un lubricante adecuados. Vacíe la vejiga urinaria con el catéter. #### Conexión del catéter a la bolsa de disolvente 10.              Para mezclar los sedimentos que pueda haber, gire y remueva la bolsa antes de conectarla. No administre la suspensión a temperatura de nevera. Retire la tapa protectora del conector para catéter (C2). Conecte el catéter del paciente al conector para catéter (C2) de la bolsa de disolvente. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) #### Instilación 11.              Doble el precinto de rotura dentro del tubo del conector para catéter (C2) hacia arriba y hacia abajo varias veces para romper el precinto. Sostenga firmemente el catéter del paciente mientras lo hace. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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ktQ5nKSi9DaIBBBGQaq+Fro6TqMnhec4gwZ9OY948/PF/wAAJ4/2SPSrVUdS05dQt0CzNb3MLebb3Ef3oXHRh6+hHQgkVlo04vZmjv8AEt0dtXFeO9Hs7260DU7sOi2t55DTxMUkhEw2KysOhEnl/rWt4d159TWXT9RjW31e0A8+Jfuup6SJ6qf0OQaueIdNbV/Deoach2yTwsI2/uv1U/gwBrCF6VRX0/4JU7VKbsZFtrV/od3Hpfil1aORgltqqrtjmJ6JIP8Alm//AI63bB4rW1/Vho2iy3ix+dcEiK3hHWaVjhFH1JH0GTTNLuLXxJ4TtLi6t0lhvbdfOhkXcMkYZSPY5H4VmWHhGSz1u2ml1SW70uwDNY2cw3NbyMME785YBchQeRuPPSq9zm97Rrp3/wAifet7uqf4Gfq2k/2N4Ct7WSTzrp9QtJrmb/nrM1zGXb8+noABXdVh+LLO9vvDckOn2wubpZ7eZIi4TdsmRzyeBwpqt5PjTUOZbyw0OI/wW6G6lH/A22qD/wABNJ+/G7fV/oC9yVkui/U6RmVVLMQAOST2rnrzxt4atDKi6iLyWIEvHZI07LjrnYCF/EiqGpaD4b02yOoeKL261QAgZvpmkV2PRVhXCEnsAuaSz0K417y5dZsU03RoiGttGjAUNjo0+3g+0fQd8no4wp25pN2+77u/4BKdS/LFa/1v2/EveGPE9x4oha+t9EubHTORFPdsFef3VBn5f9onntnrW1qGoWmladNqF9MIbeFdzsefwA7nsB3qyAqqFUAAdAOgrg7i6/4SjWxdddG06Qi2Ha5mHBl91XkL75PpSjGNSTaVkU3KEUm7scbnxDrbG6mvp9Es2/1VpbhPNK+sjkHBP91cY9TUT+HbGf8A4/ri+vx/durySRT9V3bf0rUlmhhCedIse9gi7jjLHoPrUldHM18OhnyJ/FqVrXT7Gxi8qysoLZP7sUYUfpVgqp6qDS1TsL+O/wDtXlxsn2e4e3Oe5XHI/Op1epWi0JmtLVmDNaxMw7lBmpVVVGFUAewpazVv5ZPE0umoq+TDarM577mYhR+StQk2DaRpVR1PTY9StlQyNBcRMJILhPvwyDow/wAOhGQetT295bXbTrbyiQwSGKTHRXABI9+oqejWLDSSLXhvXJNUtpbS/VYdVsiEuYx0b+7Iv+y3UenI7VvVwepQXVvdQa5pabtQswcxg4+0xHloj9eoPYge9djpuo2uraZBqNlJvgnXcp6EeoI7EHgjsRWFWFvejsXCX2XuW6KKKwNQooooAKKKKACiiigAooooAKKKKACiiigDweiiivozzAooooAKCQBk8CipNH0eTxRN5kuU0RG+ZuhvCP4V/wBgHqe/QcZobSV3sLyW5Y8N6Odeu49WvE/4lUDbreNh/wAfLj+M/wCyD09Tz0Az6JSIixoscahVUYCgYAFLXm1Kjm7nVCHIvMKKKKzNAooooAr31lb6jYTWV2m+GVdrDOD9QexHXNebaxH4m8N3k4uNYC6VfOpa/jiCyhgoQK5PCEhR8wHJHY16jTXRJEMciK6HqrDINbUqvJuroxqU+frZnmOga5L4dQxxltS0d3MjFG8yaFmOWbPWQEnODyO2eldXN4ot9SC2Phe4iv7+UZ3LzHbKf45PT2XqTx6kTXHgzwrctufQrRGzndFH5Zz9VxVWDwPpdjcS3Gk32pabLKAHaG6Z9wGcAiTcO5/OtpTozfM73/D5mKhViuVbf1sdDY2zWdhDbNcSXDRrhpZTlnPcmuO8TXGkyeKdJmg1kWN/A0kUs9uvmmJShIEijOV3KBg+vGK3f+EYsZP+Pq81K6z1El7IAfqFIH6VqWdlZ6fbLbWNtHbQr0SNQo/SsYyjF817msoSmuXb+vkc9p/jC1kSSLUYZ454iB5lvazSRTj+8mEzj2IyPfrV3/hKtH/6fh9dOuAP/RdblFS3B9Px/wCAUlNdfw/4Jy19rOhXskF1Y69a2Oq2rE28szbCCeqMrYJVuhH49QK6Wy8eaLJpiy38v2bUA3lPYJmWVpPSNV5cHqCBjHpzSyQwzIUmiSRT1DKCDXE+KPC/2DStS1nwnJ/ZGoiAmVbcbUuEU7ihxyueeVIPNUo06loy0Ik6lO8o6nQWnijS/BPh68ufFU6aPDNdzXFpaSuHn8tzuxsXPO4t06DGcVy+j/HCDxh4wi8N6BDHpfn5WC6v42lMrddoRCNvA6lq+edU0fWfEPiaNNNtbu+ubsfLDlpWjIxlcnPy8gg9MEV7V8OfgNqukX9r4h1zWn06/hy0UFmFd4yQR8zMCucHoAfrXqVcJhaFNzrSvN7evpr+J49PF4utVVOlC0E9fT10/A9YfxBrmj3q2esWNtqOV8zzNMfEu3uxgY7iP90t9K3NK1zStcs2utIvortFO1tp5RvRh1U+xFeW/EHwDrOp2jal5B1vVLWPFnf2sn2S7hwcgMB8kg5PQKfQV534K0HxZYauk1nZT3CiQJO1pMFmt2J6kfeU9yHTae47150cLSq0udTSa/rv/l6HpPE1adXkcbp/12/zPZ4P7S03XpdY8Y6TPeyIzC2u7L9/b2kf+zEBvU46ttY+4HFdlpusaXrEBm0u/hu0U4bynBKn0I6g+xrCbVPEHh2Nm122/tbT4xubULNNskajqZIu+PVM/wC6K5m/tLjxhIurW0Nvo0Tc210sTC8dOzl1ZdoPUKc8dfSudw9prLRd1t939eh0KThpHV9nv950niq/nvLpPC9hIYnnj829mU4MMBONo/2nIIHoAx9KzH1zw7pQXTzqVpAYVCCBHBKAcAbRyKo2/g+DzprjVNY1LVJp9vmmWfYr7VCjITbkYHQ57+tb1pY2VhAtvZWkNtEvRIkCj9Ku0IpRWoLnbcnoYGpa34Z1fTptOm1aO384YSSQGPY4OVYFgBkEAj6Vd0bWo7rQWu7+aKGW0zFdtu+RXXq2f7pGGHsRWxJHHKhjkjV0PBVhkGueufBPh2d/MhszYyeYsubRzGC4OQxQfK2PcGrTptcruvx/yE1UT5lZ/h/mX7Ox1jxNi7jurjRdLHMDKg8+5PZyGBCp7EZb2HWnb2eteE1uE1S3Oo2cs7zm/s0JKbjn54uWH1XcPpWlHP4ts8CHWLTUIx/DeW2xz/wOMgf+O1U1TXPGsyRW8OkQ2sRb9/PZXaySlfRBIqhSfU5x6VK52+VWt/XzE7L3ne/9fI0rS8tb61S6s7iO4hf7rxtuBrlft00MGt6la4a9vr4WNnuHGVAjH4BvMY+wNZV9HrdnqP27TtL1hpZGG+QRwLKfd9jeXKPqqt6NTdNh8Wb7SH/hHmVbFZmhnmmRVlnkP+uZclhgM/y8/e610RpJK9195lKq5O1n9x2WijT7KJtEs5DLJZKvntgnLtySzdCxOWI68+9a1UNJ02PSdNS1RzK+S8srfelkPLMfqav1ySd5Ox1RVooKyre6/wCEX1o3RONF1CQC4Ha2nPAl9lbgN6HB9a1aZNDFcW8lvPGskUilHRhkMDwQaSa2ew2r7bnV9qK4/wAMahLp92PC+oys5RS+nzuf9dEP+WZPd0/UYPrXYVyTg4OxrCXMrhRRRUFhRRRQAUUUUAFFFFABRRRQAUUUUAeD0VHPPDawPcXEixxIMszdBVK21e3vpTBYW93dT9oo7Z8n35AAHuTX0tm1c8pyS0bNGo57iG2hM1xKsUY6sxwK0LXw34k1DDTCDSIT/wA9D50v/fIO0fma6TS/CGj6bOl06PfXq9Li6O9lP+yPur+AFYyqwj1v6FKMpbI5jSfD134gdZ9Qils9IHIibKSXf17on6n2HX0WOOOGJIYY1jjQBVVRgKB2Ap1FcVSo5vXY6YQUfUKKKKyNAooooAKKKKACiiigAooooAKKKKACisy58QaHZuY7nV7SOQdUMq7vy61W/wCEo0+T/jzt7+9P/TCzkKn/AIEQF/WrUJPoQ5xXU3KqanLDBpF5NcMFhSF2cnoBtOazdO1bV/ECSjRNFMXlyGGSW/mWMQsPVFLN744yMc1XfRrWHxgj+I9Ya8t9MtDeXhmby7ZXZsRAR5xgbXPOTnFNRs/eexDnde6jZ8BeC9J8O6Hp94lqzarJZxrNcTsXdcqCUH91Qewrds/Emi3+tT6PZ3yzXkClmVQdpwcMA3QkcZAPGRmsj/iaeL/+e+k+Hz9Y7m9H84kP/fR/2av6p4bt5dGtrfR1j06608iSwkRcLE4HQgdVYZDDuD61hNqUm6r1f4f12/4YuC5YpU1ovxDxJqGqWk+kWekzW0NzfXRh3XMTSLgRO5GAQR93rmsHVrPVbqVbjVvChku4hiPUdEvAsyfg+w4/2csPY1MNYXXNV8LyNB9nuoL2eO6t3+9BKsDgr9Ocg9wQa7ei7pW01/4L7BZVb66f8BHkGteKdS/slvD9/cfaI76WG1Mt1bvZ3KI8iqwZCuyTKkjKEeuK7ZVCqFUYA4AHat7U9OtdW0u5028TdBcIUbHBGe4PYjqDXEreXWhzppniNthzst9QxiK5HbJ/gf1B69s9tVONSNoqzI5XTleTujZoooqTYKKKKACiiigAooooAKKKKACiiigCjqmnrqNmI1kMFzEwlt51+9DIPusP6juCR3rb8Oa22sWUkV1GINStG8q6hHQNjhl9VYcg/h1BqlWXqEF1a30WvaSm6+tl2yQg4F1D1MZ9+6nsfYmm0prlfyI1i+ZfM7yiqel6lZ6vpsOoWMnmQyjPPBU91I7EHgjsauVxNNOzOhO+qCiiikMKKKKACiiigAooooAKKKKAPGR8P7jU0RfEGqfuQwc21ku0EjkZc8nn0Arbk8H6bDZRR6SGsLiDPlTK7M2c5+Yk5P410dFem69R9TjVKC6GLourzXMkmm6lGIdSt/vr2kH95a2qwvEOnyyRR6pYfLf2fzoR/GvdT+FaWm38OpabDew/dkXOP7p7j86mSTXNEuLt7rLdFFFZlhRRRQAUUUUAFFFFABQSFBLHAHc1maprNvpvlwrG91fTf6i0i5eT39lHdjwKopoM2pstz4mkS7I5SxQf6PF9Qf8AWH3bj0Aq1HS8tEZuWto6sc/izTHme301LnU7lSV8u1hYqSDg/vCAg/76qrqGq+I7a1WeaHT7AyMEihy91NKx6KqjYC30J/Ktm8vLTRbBFjt+SRFb2sCgNK/ZEUf/AKh1PFZi/btPv1aRYL3xbcR5C/et9KhPr6k/m5HZRxpHl3S+/wDrYyk5bN/cU54/EFvZw2+sazLJrl0C8el6akcSxJ2MsjBioHcjvwM1Pp/g20S33a3cz6xcudzm5md4x/sqhOMfXJrZ03TItPSR/Me4u5233F1LzJM3qT6egHAHAq/SdVrSP+RUaS3lr+JWtdPsLKMR2dlBbIO0UYUfoKs0UVi3fc2StsZF9Z31rqC67oTKmoooWWFjiO8jH8Deh/ut2+maXw5oul+IdYvfFt5dPeyTXClLGVdqWTooUKyd3HqeBnI65OtWVdaQ/wBubU9JvpdM1EgBpY/mSUDoJEPDD34PoRV811a9n3/QylDW9r+R3tFcdbeMZtPYW/iyzFkOg1CDL2z/AO93j/4Fx/tV10U0U8KTQSLLE43K6HIYeoNcc6cobnTGcZbGFc+FrObxpY+KI5GhubeN45UX7swKkKSPUZPPocV0FFFTKTla/Qaio3t1CuR8Y6w1uYNGeNLW3vlIm1K7h328C9MHIILnsGwO5z0PXUjKrqVZQynggjINOElGV2rinFyjZOxyNj4F0W2sYE0vVNThhCAK0V6zq49cNkD8ABVhvBybT5fiDV0fs3nI2D9CmDUsnhW3t5WuPD93Los5O4rBhoHP+1Efl/EYPvTf7Z1rSvl17STcQDrfaapkXHq0X31/DdXRzzlrGV/XcyUYx0cbfkc7Y/8ACWPLfPbw2ur2FtO0CSE/Zp5SvDEDlThsjqucGp28QWtsdurWt3pL9xdwlU/CQZQ/99Vb07VF02W7u9M/4nGg3MzT77L95LZyNy6sg5ZScnj5gSRiun0/VNN1i2M+nXkV1FnDbDkqfRh1B9jVznbVx0+77/8AhiIK+ilqc9bXVteQLPaXEdxE3R42DA/iKmqxqHhDR7ydry3jfTL4/wDL1ZHy2J/2h91/+BA1h3D61oGTrUIvrEf8xC1TGweskfJH+8uR7ClFxn8LLbcfiRqUUyKWOeFJoZFkjdQyupyGB6EGn0DCiiigYUUUUAFFFFAGXJp95Y30mp+H7lbW6kOZoJATBc/7wH3W/wBsc+uelbWleK7O9uU0/UYW0vU26W07DEvvG/Rx+vqBUNV7yxs9QtWtr63SeJv4XGcH1Hofem+WekiLOOsTsKK4W3m8QaDgWUx1nTx/y63MmJ4x/sSn730f/vquh0rxNpOru0EM5gvIxmS0uB5csf1U9R7jI9655UpR1WqNI1E9HozZooBBGRyKKxNQooooAKKKKACiiigDl6KKK7TEK5vSV/svxLf6R0gnAuYB6Z+8Pz/lXSVzuuj7PruiagvGJjA59Qw//XWtPW8e5EujOiooorIsKKKx9Q8T6DpbmO81OETD/ljGfMk/75XJ/SmouWiRLko6tmxRXGT+Onc403QbmUdpLp1gX8uW/Ssu617xNfAobq302I9Rapvk/wC+34H/AHzW6w83voZOtHpqd1qOrabpMAn1K9itUPTe2C3sB1J+lc5aeJ77xNdT2vhu0e3toW2y6ldx4UH+6idWb64A7+lcrpehtruqSR2byeWh23epSMZJP+uaM2fm9ey/WvUrGxtdNsYrKxhWG3iG1UXt/wDX96ucYUlbeREZTqPsitpmjWml+ZJGXnupuZrqY7pJT7n09AMAVYvr6306xkvLpisaegyWJ4AA7kngCrNc4L6OT/iqLmE3NrBJ5Oj2gODeTnjzPp1CnsAzelYK8ndmzagrIXdfWF1FdzQxy+KL6Mi1tnO6PTID1Zsd/U/xH5RwM1q6bpsWm27IrvNPK3mT3Ehy8znqzH+nQDgUzTLCW2Et3fSi41K7Ie5mA4J7KvoqjgD+pNaFEpdP6/4YUI21YVzPirx14d8H22/Vrz/SGGY7WL5pX/DsPc4Fc748+IF1puoReE/CdudQ8SXeFVUG4QZ7keuOcduprU8C/Bqy0udfEHjOT+3fEEp8xjMd8ULewP3j7nj0FbxpQpwVSu9Hslu/8l5nNOtOpN0sOrtbt7L/ADfkcpb+Ifi148O7wloCaFpj/dvLzGSPUFhz+Cn61ox/BDxVqn73xN8SL2V26xWobaPxLAf+OivdgAoAUYA7CisXmE46UYqK9Lv72UsBGWtaTk/Wy+5WPD/+GcPD/l8eJtWEmPv5Xr64xUMnwT8YaT+98L/Ei7VlHyw3YbafxBI/8dr3ail/aOJ6yv6pMf8AZ2G+zG3o2v1Pna48U/FHwLx438NrrGmDhr60A6epK8fmBXT+FdZ0XW4Gv/AWuf2dP96awdd0WT/ehJ4/3kI+pr2FlV0KOoZSMEEZBrxzxx8G45bk+Jvh/L/YuuwnzPJiOyKc+gHRSfyPcd63p4ijW92a5G+q+H5oynQrUfeg+dLo/i+T/wAztLXxlJZSrb+KrJdOydq30TF7Vz7sRmM/73Hua69WV0DIwZSMgjkEV4p4E8e/8JI9x4b8SWYsfEFqCk9tKuBMBwSAe/qPx6V1UFvqnhlzN4ezc6fnMmlSvwPUwsfuH/ZPy/SuethuWXK9H+D9P6+46aNdTipxd1+K/r7/AFPQqKzNF13Ttes2uLGU7ozsmhkG2SB/7rqeQf8AIrTrgacXZnYmmroKKKKQzH1Dw1pWoXP2zy3s77GBd2jmKX8SPvD2bIrm9R8O6tDcC7lgGrOowt7ZMLO/Qe5GEl+h2j2rvKK2jWlEylSjI4PT/FGp29x9jdxrLL963kjFpfoB6xthZPqpHtmuo0zXtK1gvFaXH+kIP3ltKpjlj/3kbBH5YqfUtJ03V7b7PqVnHcoOV3DlD6qeqn3HNchrHg+4NsIjEPEFin3YLqTZdwD/AKZXAwT9G/76rT91U30f9fL8jP8AeQ81/X9dRL20XwprGUHl6HqD/L/dtJyfu+yP27BuO4rVryTUfA99dR3H/CNancamkY/0jSL9vLu4R6YOA49DxnsTUfhzxpqehynTdWW4u7WA7HjlUi6tPqDy49jz6E16H1fnjeErtb9P6/U5VX5XaSsv6/ryPX6KrWN9Z6lZR3lhcJcW8gyrocg1ZriatozsTvqgooooGFFFFABRRRQBFcXENrbSXFxII4oxuZj2FchdaZJ422yXtvHb6WhzDvjDSSf7XPQVbn3eJNdazBP9l2LfvcdJpB/D9BXUKqqoVVCqBgAdBWyfstVv+Rk1z6PY43wfJqvgPUbvTdek3+HpQHt7uJWaOB84IYcmMEY/2QR1Ga9XgnhurdLi2mSaGQblkRgysPUEVzZ5GDyKyRpEunzvd+Hbw6ZO53PEF328p/2o+gJ9VwayqpVnzPR/gOCdJcq1R31FcpZ+MEglW18SWv8AZUxO1bjdvtpT7P8Awk+jY/GuqVlZQykFTyCOhrklCUPiOiM1LYWiiioKCiiigDl6KKK7TEK57xcMaRBKOsd1Gw/Oty4ubeztnubqdIIYxlpJGCqo9ya8w8R/EPSdTZdN0qGS82TIwbOzzWB+6qn5sf7RAHfmuihTlOScVsYVakYK0nueqVzWp+MtMs5XtbFW1S8XgxW5G1D/ALb9F+nJ9q5S+vNY1rI1S88q3P8Ay6WpKJ/wJvvP+g9qZFFFBEsUMaxovAVRgCtoYdLWWpDqyfw6D7691rWCRqd95Nuf+XS0JRP+BP8Aeb9B7VDBa21qmy2t44V9EUCpqQsFUsxAA5JPaujZWRnbqLRpunXXiS6a3tJGg06Nttxdr1c944z6+rdvr0fpOj3XidxJue20UH5ph8r3Xsnovq3ft616RbW1vZ2sdrawpDBEoVI0GAo9qxq1eTRb/kVCHP6fmMsrK10+yisrKBYLeJdqIgwAKsUVmajfXH2iLSdJRZtVuQfLVhlYV7yv6KP1PArgV5M6m1FEF/u1i/fQoZvJtI083U7kNtEMXXYD2Zv0XJ9KLHGsagmtGHydPt08nS7fbtEcXQyY7FsDHouPU1WFrb3Snw3psjS6VbSltTvGOWv585Mee4B+926KOhrowAAABgDtWjdlZf1/w/5GUVzO7/r/AIb8wrj/AIieMY/BvhWS8jw+oXB8m0jPOXPfHoOv5DvXYV5DY2o+In7QjpOPN0bwuuSh5V5Qf6v+iVrhoRcnOp8MVd/5fMyxVSUYqFP4pOy/z+SOy+EPw9bw3pbeJNeUz+JNUHmTSS8tCrc7fqep/LtXqlFFedWrSrTdSe7OyjRjRgqcNkFFFFYmwUUUUAFFFFAHkPxh8AzajbJ428Mg2/iLSsSkxcGeNece7AdPUZHpV/wL4sg8Y+FLfVEwlyv7q5iH8Eg6/geo+ten9Rg8ivnextv+Fd/H+80GMeXo/iFPOt1HCo5yQB9CGX6EV69Cft6LpS3jqvTqv1R5VaP1esqsfhno/Xo/0Z6Zf6SZrxNT026bTtViGFuYxkOP7ki9HX2PTsRWppHixZbpNK16BdN1NvlT5sw3XvGx7/7J5Hv1oqve2NpqNo9pfW6Twv1Rxkf/AFj71zO0laR2Wad4nYUVwulatd+G76HStXuHudJnYR2l9K2XgY9IpT3B6Kx+h5wT3Vcs6bgzaE+YKKKKzLCiiigDL1bQrDVxHJMrw3UPMN3A2yaI+zDt7HIPcVxfiLR7e7RLPxnEquDstPENquwoT0WUfw/jlD7HivSKZLFHNC8M0ayRuCrIwyGHoRW1OtKDRjOkpHzrqGmeI/CGrNaw37addTfNFdQqGtr4DuVYEBsdR1HuK6bQtb1HV5VsbrxI+n35H+oe1jy/vG/Rh+GfUV1etaHb6Xp0tlfQNf8AhWT78RyZdNP/AD0jbrsHp1XtxwPOPEGg3GgyxRXzi/0q4YNZaivRs8qGI+6/oRwe3pXswqRrqz372/r7vu0POcJUnpt6/wBff9+p6xEjRwpG8rSsqgF2ABY+pxgflT68osfEWuaTIjRX0mpWy/etbpgSR/syYyD9cj+ddxo3i3R9acW8cxtr3va3A2Sfh2Ye4JrlqUJw13R1QrRlpszfooornNwrJ8Qag+n6NI8PNxKRDCP9pula1c5qP+m+MtMsTylrG10w984X9a0pq8tehEnoamj6cml6TDaLy4G6Rv7znqav0UVDbbuykraBRRRSGNkjjljaORFdGGGVhkEVlQ6fqGisZPDd6IIupsLnL27f7veP/gPH+ya16KadtCXFMk07xfZT3Mdhq0L6RqDnCxXBBjlP/TOT7rfThvaukrkbq1tr22e2u7eOeFxhkkUMD+FUbePW9CI/sW7+22S9bC9cnA9I5eSv0bI+lZypRl8On9f1/mNTlH4tf6/r/I7yiuSHj3TEULeabq1tOPvxfYZJNp9NyAqfqDRWfsKn8pXtafcfJJHFG0krqiKMszHAArkNQ8bxOWg8PW4v36fanJW3X6Hq/wDwHj3rm7s32ryCTW7z7UAcrbINkC/8B/i+rE/hUoAAAAwB2FetChGOstTjlUlLbQhnjuNQuBdaxdtfzKcqrDEUf+6nQfU5PvUnlx+Z5nlrvxjdjmnUV0EJJBRRVO+1K3sBGsjAzSnbHHuALHOOp4A55J4FCV9gbSV2T3FzDawGa4kCIO/qewA7n2rW0fwrc6syXuvwtBZfej09vvSe8vt/sfn6VuaP8N7a7tYdV1TVpH1QHfBLYygxWvHRQQQ5x1ZgfbFaUun+L9LyfLttftx3i/0e4H/ASSjfmtcs8RH4ab1/rYtU5bzWn9bmgqqihVUKoGABwBS1z6eMNE+1PY3Us1nqEYy1jNCwn/4CoB3f8BzUtzJqlzaNdXkq+GNJX791dlftDj0ROQn1bJ/2a5uSS+LT+vxNvaRfw6li81KZrwaTo8IvNUcZ2E/Jbqf45T2HoOp7etZ8aMjXWjaHeyT3UrgatrfAOR/yyixwCOmBwg/2qdaxyXdkdP0O3n0bRXJaa5kyLy+J6nJ+ZAf7x+YjpjrW3a2tvZWsdraQrDDGMKiDAAptqOn9fP8Ay+8lJz1f9en+f3CWlpb2NnFZ2kSxQRLtRF6AVPRRWW5tsVtQu1sNLur5/u28Tyn/AICCa4j9nfT2HgzVPEE+WuNUvnLOerBf/smaui8aMy+AtdZBlhZS4wcfwmofgSqr8FtFI6s9wT/3/cV0v3cJNrrJL82cb97GQT6Rb/FI9MorO1nXNI8Paa+o61qENjap1eVsZ9gOpPsK+dvHH7RN3cmTT/BNv9lh5U3065kb/cXov1OT7CuXDYOtiXamtO/Q2xONo4ZXqPXt1PevE3jTw14QtPtGvarFakjKRZ3SSf7qjk14td/tGW9/r0djY20mkaSzbXv5IhPMo/vCPOB/499K+db7UL7U72S91G7lu7mQ5eWZyzN+JqrX1NDJaMI/vHzP+v61PlcRnlacv3S5V/X9aH3fp+jwavpkGq6b401e6Wdd8d3HcIUb/gG3Zj221Mb7xNofOp2o1yxHW5so9k8Y9Wizhvqhz/s1w3we8TaZpHwn0ez1iS4tHjMoaWa1kWJQZWK5k27RwR3rmviPpfxM0fxjL8Q/CerPqOnOi7Y7X5xFEB91k5Dr1OR6k8V4Cw7lXlRk0lra/X5n0LxKjQjWjFtu10unyPetN1TT9Xsxd6bdx3MJOCyH7p7gjqD7HmrlfI998Ydb1PUtP1vRbGDSNUtgRqC2/P20diVPBAHY5PPWvevCPxIsNe0y1m1Hy7U3HyR3KH9xK/8AcyeUf/Yb8C3Ws8Rl9WjFSa/4Brh8fSrPlT/4J31eH/tCWxsrTwz4sgBE+m34QsOu0/MP1T9a9wryT9oVVb4SSseq3kOPzNRl7tiYebt9+hWYK+Fn5K/3anYQyLNBHMvKuoYfiKfWdoTFvDWlsxyTaREn/gArF8eeNbXwPoC6lPavdSzSeTDGpwC+CeT2HFVGnKc+SKuzSVSMIe0m7JG7q7aYuj3X9syQx2BQiZpmCqF+tcr4S8V6/q4upfDOpDU9Fs2EMb6tHtaZgOQkiAHAGOWUk5r5o8V+OPEHjC8Muq3ZECnMdrH8sUf4dz7nmp/CPxB8ReDZwNPufNsi2Xs5uY29cf3T7ivdWUzVF3acu3T/AIc+dec05Vlo1Hv1/wCGPsOPxstt8uvaLeabjrPGv2mH/vpOQP8AeUV0Gn6tpmrQefpeoW95H/ehkD4+uOlea+CviBonjayzZv8AZ75FzNZyH5l9x/eHvW1eeH9JvLj7U1r9nux0urZjDKP+Brg/nXgVKCjJxmnF/wBf1ufQ06rnFTptSX9f1sd7RXCwax4i0EgXyvr2mj/lrGgF1EPVlGBIPpg+xrrtN1TT9YsUvdNuo7mBuNyHofQjqD7HmuWdKUNd0dEailpsy5RRRWRoBAIIIyD2ritT02DQbe4iuLVbzwpdZ+1WrLu+xE9XUf8APPuQPu9Rx07WkZQylWAIPBB71pCfKyJR5keAeK/C134UK31rI194flwYrkHc0APRXPdfR/z9Tys8kM6bZVDjqPUH1B7V71NCnhR3hmiE/ha6JV0ZdwsGbrkf88T/AOOn26eb+NvhneaQX1XwtC97pjfM1mnzSQe6f3k9uo7ZHT3cPiYytGb9H3/yZ5VWk43cVp1Xb/NGHpfjjXtFZYzP/admP+WNyf3gH+zJ1/76zXp3h7xbo3iWJhY3Gy6jGZbWX5ZY/wAO49xxXhFrYaxql+mn6dplzPdyNtCeUygH1YkcAdya9nb4T2um+F7ObTlMniCyzPJPG/lvcsR8yBv4eny9hgZyCc1i40I25tG/61JoTqu/Jql/Wh11c9pw87xrq85/5ZRxxL7dz/KqUHig6ba2LatJ9qtrxzFBdRL+9Dr95JYR8yuuCGKgjjtUvh2+s7rxDrD211FMszJJGyMDuXHOK4VCUYyf9bnb7SMmrHU0UUVzm4UUUUAFFFFABRRRQAUUUUAeX0UUV6xxBRRUUaXupah/ZekoGucAyysMx2yn+Jvc9l7/AE5oE3YfDHe6jqKaVpFuLm/cbsE4SFf78h7D9T2rvNJ8A3nh95bzTNWhvL26UC6/tC2Do+OyFcMi+2WH41QtPCNvpMSXGi3s9nqqD5r0ncZz6Sr0dfbt2xXRaV4t/wBLj0rxHAum6g52xSA5t7o/9M2PQ/7JwfTPWuKvVlJfutuvf/hjSEEn+836f13MyXQnSQvceArXzCctLpN8Ii3uQRGf50waSkny/wDCE6vL7Xeqgp/6Obj8K9Bori+sS/pv/M6PYR/pL/I5Cx0bXIE8vTdO0Tw3Eept4zcSn9EXP13VFe+AY7q8g1Ma/qD6pACFnuSs0fP/AEyI2r/wDafeu0oqfbzTutCvYxaszhJU8V6X/wAfukxatCP+W2mttf8AGJz/ACY0ln4g0m9n+ypdeTd97a4Uwyj/AIAwBrvKpahpOl6tb+RqenwXkf8AdmjDY9xnpVqtF/Evu/r/ACF7OS+F/f8A1/mYlFQS+DJ7P5/D2uXNmB/y7XebmH/x471/Bse1Z815rmk5/tzQ5GhXrd6dmePHqUwHX8iPetFyy+Fk8zXxKxPrlm2oeHdRsVGWntpIwD6lSBXivw08dajZ/Dx/Dtjqtvpl1YySNEDAZpJyzFgOcKqAnnqeeMV7hY6lYanB5+n3kVzH0JjYHB9D6GvmvVtHXw/8UtX0OQmCK7f7VZSj+EnJGPzYY9q9TBxjUjOlNdn93/DnmYxuFSnVi9Hdfft+Rw/ivXvEmu67PL4l1Ca6u42K7XPyJ7KvQD6VgV6Lr3hjVNf1Ky+xWedTnkW1ePO1ZSc7HUnjHBHtwK9g8D/s86Xpvlah4wmXUrofMLSIkQof9o9W/QfWvdnjqGGpLm08kfNrLsRiK0lHVd2eFeDfhz4o8cXQXSbIpaA4kvJwViT8e59hmvp3wT8EvCfhNY7q8hGs6muCZ7lQUQ/7CdB9Tk16XbWttZ20drZ28dvBGNqRxKFVR6ADpUtfL4vNa2I92Pux7L9WfUYPKaOH96XvS7v9EN2Js8vaNmMbccYrldR8J3FvFcz+D9Q/sW7mVt0O3dbSEjqU/hb/AGlx7g11lFeXGcobHqygpbnyDd/DDxZBqJspI4LzUVyy28j+TPIB/FE5+WQfQ59QKdoGoa54K18211o1wI74iK80i+h2reDp8oI27/QjrX1dqmk6frNmbTUbZZo87lPRkbsysOVI9RzXPSSat4bKjVYn17R4zlLtY99za47uoHzgf3l+b1B617kczlUjyzin5bfd/V/M8d5fGnLmjJrz3/r8vIVLLW/DcSy6MsuqaVgM2mzvmeAekTk/MB/cY/Q9q8z+OviXT9b8A6Zpelz77m91FY3gcFJIiqnIdDypyy9R3r3KzvbPUbOO8sbmO5t5BlJI23Kw+teA+J/s/jX9pCxsbWJHtPD8YkuZVUfO6ndgnvhio/A1zYF3re0mvhu/u7/M2xytR9nB/HZff2+R6vZwC10+3tlGBFGqD8BivLfj5CJPh9ayf88r5G/NWH9a9Zrgfizo91rvgZdNsU33E15AqD6tjP65qsJLlxEJPuVjYOWGnGK6HyRTlVm6CvS/F/wf1zwwhvrV/wC1NOAy0ka4eL/eX09xXIW2nFscV9nDEU6keaDuj4WWEqwnyTjZlPTZ9Q0zUIdQ0+5ktrmFtySRnBBr6p+Hfj6HxhpnkXarBq9uo86McCQf319vUdq+eYdMGPu1saQ13ouq2+pWDmOeBtwPY+oPsa87G04YiPmtmezgPa4aV/svdH1RWTdaRJHfHVdEuv7N1M/edVzHOPSVP4vrwR2NSaHq8GuaLb6jb8CRfnTujd1rSr5TWDaPq9Jodo/iuO6u00rWrcaZqx+7GzZiuMd4n/i/3eGHp3rpq42/0+z1O0a1voFmibnB4KnsQeoI9RzVW11jWPDOI9R87WNHHS5Ubrm2H+2P+Wij1HzeoPWs5UlLWG/b/Iam4/Ft3/zO8oqCzvbTUbKK9sbiO5tpV3JLG25WH1qeuV6aM6Nxskcc0TRSorxuCrKwyGB7EVy1vJJ4RvY9PuXZ9BuHCWs7HJs3J4iY/wBw9FPb7p7V1dRXVrb3tpLaXUKzQTKUeNxkMD1Bqoyto9iJRvqtyXjrWPrGuLpzx2NpAb7VbgfuLRDg4/vuf4UHdj9Bk8Vg3Gs3HgmyubPVHa5so4XfTrqQ5LFVJFu5/vcfKf4h7jnd0DR1020NzcubjU7sCS7uX+87Y+6PRB0C9APxrTkUPelqunmRzuXux0fXyOVOgXHhPV38azBNRuLgEaqI4gPKQ4/eQjqAuBuHVgMnkCsfxl4DjvLpPGPh3UJY4mdLqdbRQzlMfNLCc/e24JXkNg+tetkAggjINchET4O1ZbV+PDt/LiFj0sZmP3D6Rsen91jjoRjeniJ83Mn735rsY1KMLcr2/J9zHtNUuNPgtRrFxHdWVyqm11eFdsM4P3Q4/gc/98ntjpW/VS8t4fDN9MLiFJvC+qOVuInXctnK55Yg8CJ+4/hY56E4gu9J1DwyDcaYsupaKOWtQd81qPWM/wAaAfw9R2z0qm4y26/18mCbjo+n9fNGlRVexvrPUrKO9sLhLi3kGVkQ5BqxUNW0ZqnfVBRRRQMKKKKACiiigDy+iioVW8vr9dK0pFkvHG5nYZS3T++/9B1J/E165wt2FjjvNT1EaTpQH2nAaWZhlLZD/E3qTzgd/pXomj6PZ6Hp62dmpIzukkc5eVj1Zj3NJoui2mh6cLS1y7E7pZn5eZ+7Mf8AOBxWlXBVq8/ux2N6dO3vS3CoLuztb+0e1vLdJ4JBhkdcg1PRXPsbbmTa3mt+F8LGJ9b0cf8ALJm3XVuP9kn/AFi+x+Ydieldjpmq6frNit7pt0lzC3GV6qe6kdQR3B5rErJutHdb5tV0W6OmamfvSIuY58dpU6OPfgjsaJRjU30ff/Mlc0NtV2/yO+orltJ8XJJdx6Vr9uNL1N/ljy2YLk/9Mn7n/ZOG+vWuprlnCUHaRvGSkroKKKKgoKKKKAMHVPCei6pP9raBrO+7Xlm3lS/iR976MCK8a+Lvw58VXmlQ6xZyw6rJpYLidF8q58vqQyj5XxjORjvxX0HR1GDyK68Pi6lCaktbHJiMLTrwcJaXPMPhRN4f8UeHLPxJ5jahrUCeRM1ztLWrd1jUAKinqMDJHUmvT68D8XeFde+GHiqX4geA4TPpUx3alpi52gdyAP4e+R90+1eqeDPHfh/xxpK3mj3Q85QPOtXIEsJ9CPT36VtiqXN+/pu8H+Hk/wBDHC1uX9xV0mvx81+p1FFFFeceiFFFFABRRXIeOfiHoHgTS2uNSnEt46/uLKNh5kp+nYe5q6dOVSShBXbIqVI04uc3ZI5j4n6vY/D3SZNe0S8On6xePsjs41DRXbHqzR9iBzuGDnAOay/hV4TuNA8PS6pq25tZ1dvtFwz/AHlB5Cn35JPufasLwr4b1zxx4pX4g+O0KqMHT9PYYWNeqkqew6juTya9fr2KrVGn7BO7+0/0+R5dGLrVPrElZfZX5v5hRgHqM0UVwnoiMoZSrAEHgg968d8deAYNPlbWtIhCWrn99Co4jJ/iHt/KvY6ZNDHcQPBMgeORSrKehBrejWlSlzRMatKNRWZ83Q2XHSrS2XHSul1LRTpmrT2eMqrZQ+qnpUa2gx0r2va31R53s7aGt8Pb9rDVZNMkb9xdDKg9nH+I/pXqdeNQxva3UVxHw8TBx9Qa9hhlWe3jmTlZFDD6EV5eLXvcy6ndQfu8pJRRRXEdJjNY3+jXkmp+GiitI2640+Q4hufUj+5J/tDg9x3rq9D1+x162d7YtFcQnbcWsw2ywN6MP5Hoe1ZtZeoaT9ouY9S0+4aw1WEYiukGcj+44/jT2P4YNOSVT4t+/wDmQrw1j93+R3lFc3oXicX1z/ZOrwiw1hFz5Wcx3Cj+OJv4h6jqO/rXSVySg4O0jeMlJXRWv9Ps9UsZLHULdLi3kxujcZBwcg/UGrPQYooqbvYduoVBeWdtqFjNY3kKzW86GOSNhkMD1qeii9h7nJafOdPuJPB/iJxcwSxt9iuZ+VuoMYMbk9ZFHX+8OfWq3h7WI9K1k+Fbq4aa0bP9mXUh++o/5YMe7KOh7r7g56PXdEtdf0mSwusoch4pk+/DIPuuvuP/AK1eZSQSXX2jQNaXydTtCG3x/KWwfknjPYZGfYgiu6mo1U7/AD/zOSXNBq3y/wAjmfH2vr8K/EDLpljJ5l9dG6ChsW8sD5Lqw7SK+cEfwkZz0ruvCXjTRPGWmi60ufEygedbOcSRH3Hce/SvPPihPH4u+H01veSRN4m8Nv5smz/l4tzgNIB+Klh/CQexzXn3wUks5vHw0e8lktzfwslvcwttkhmX5lIPfIDAqcg5GRxXsrDRq4R1JfHHfz/pHiPFzo4xUl8EtvL+mfVFFZP2y+0e8j07xEqIZG2W9/GMQ3B7Kf7j/wCyeD2JrWrxWrHvJ3CiiikUFFFFAHlUa3mo6gNK0lVe6IBkkYZS2X+8/wBew7/TmvQtE0Sz0Ow+zWu55HO+aeTl5m/vMf5DoBwKdo+j2Wh6etnZqTzuklc5eVj1Zj3NaNdFWtz+7HYwp07e9LcKKKK5zcKKKKACiiigCveWVpqFo9pfW6XED/eRxkf/AK/eqVtea94awsfm67pK/wDLF2zdQD/ZY/6wezYb3PStWiqvpZ6ohxu7rRmxpOtabrln9q026WZAdrr9142/usp5U+xrQrg73Ro5rwalY3Emm6mowt1BwWH91x0dfY/hirlh4vls5o7HxZDHYysdsd/Hn7LMewyeY29m49CaxlRvrDXy6/8ABKVS2k/v6f8AAOwooBBAI5BormNwooooACAwIIyD2NeQeLPgxHNqp8SeAdSbw5ranftjJWGQ/h93P4j2r1+it6NepRlzQf8AwfUwrUKdaPLUX/A9DwiD4rePPBZFn8R/B888KfL/AGjZKMMPX+4fzX6V2Gl/G74cami510WLn+C7iZMfjgj9a9FdEkQpIgdT1VhkGuW1L4ceBdWcyX3hXTmdjkukIjYn3K4zXV7bC1NakHF/3X+jOX2OKp6U5qS/vL9V/kN/4WZ8P9u7/hMdJxjP/HyufyzWFqnxy+HOmIxTWmv3H8FpCz5/EgD9anHwa+GXmf8AIuQlum3zn/lurSi+F/w/gtzDF4UsVB53bDvB9mzkfnQvqS35n9yB/XXtyr72eZXXxW+IHjQtaeAPC0mnWr8f2jeDJUeoz8oP/fVW/C/wqt7LUv8AhIPFt82v6253l5iWjRvYHlj7n8q9FbwPHbL/AMSbXtTsMfdjeQXEf5SAn8iKpzW3i7SgZJ7O21u3HVrLMMwH/XNyQ34MPpXR9Zjy8mHtFP736t/5mSwz5lPEXk19y9EjSoqlp2q2WqRO1pKS8Z2yxOpSSJv7rKeVP1q7XI01ozvTT1QUUUUhhRRRQByPi+zVpbW6A5IMZP6j+tc6sHHSuz8TgHTYvaUfyNcwoGK76UvcRyzXvFGSDiu+8PyGTQbXPVVK/kcVxsijFdb4a/5Aqj0dqmvrAdPSRs0UUVxHSFFFFAFLUtLtNVtRDdKwKtvjljbbJE46MjDlSPWnaX4ku9LuYtJ8USAq5CW2pgbUmPZJOySfo3bB4q3UVzbW95bSWt1Ck0Ei7XjcZDD3FPRrllsQ0780dzraK4Cz1O+8IkQ3jzX/AIf6LMcvNYj/AGu7xj16r3yOndwTw3VvHcW8qTQyKGR0OVYHoQa5p03D0NYTUtOpJRRRWRoFcp448Mza9o5n0uQ22sWoJt5kO1mU/ejJ9GH5HB7V1dFXCbhJSiTOKnFxZ8+WOgt4mh/sTRbN7d4mIu7iYEC0JyJFkJ++5BYFe+ecDmvELOyvPC/jVLu2uEaTSr7dG65xJ5b8fgcfka+kfH0fmeINa03VNQ1FIriwWbS4LVysbSnKMGC43HdtPJxg15D4Z8Iw+IbNpTdG2mt59sucOSOuNuOM+uT0PFfWYStaEpSfuu34+f4HzGLw/tKkYxXvL5bf1c9etviVeePLS/0vQPD1m5hszPcR6nJuWQY5VUUc84GSR1HStbT2vbHw/Y61YibUtCuYVlMfMlxZZHI9ZEXkf3hj+KvHtY0208N+MNPkZsWF3H5UpwF29icKAOPlP4V798PdZ0jUvCFjb6fcWpnt4Qs8MLDKtkgsV6gMctz615mKpxowUqS91np4ecqk3Go/eQWt1b3trHdWkyTwSDcrocgipqj1TwxPb3Uuq+GmSC5c757NziC59Tx9xz/eHXuD1FTT9UhvzJCY5LW8gOJ7WYbZIj7juPRhkHsa4dJLmidt2naRfooopFhRRRQAUUUUAFFFFABRRRQAUUUUAFMmhhuIXhniSWJxtZHXIYehBp9FAjGt49Y8MndobG/00ctpk8nzIP8Api5+7/utx6Fa6zRfEGm67C7WUrLPEcTW0q7JYT6Mp5H16HtWZWbqGj299Ml3HJJZX8X+qvLc7ZU9s/xL/snIpyUZ/Fv3/wAyVeHw7dv8juqK4yz8WXWlutp4tjSKMkKmqQqRA/p5g/5ZH6/L7jpXZKyyIrowZWGQwOQRXLOnKG5tGalsLXJ+MPiF4X8D2vma1fD7SwzHaQ4aaT6L2HucCuV+JXxOuNFvYvCPg+H+0fFN2QgRF3i2z3I/vY5x26movBHwdtNPuf8AhI/G039v+IZj5jGc+ZFCfYH7xHqePQV2U8PCEFVxDsnslu/8l5nFUxE5zdLDq7W7ey/zfkYS+NPjB4+JPg7w/H4f0p/u3t6PmYeoLDH/AHyp+tTD4L+MNYBk8VfE3UJnb70VsXKD82A/QV7iAFUKoAA6AdqWn9elHSjFRXpd/exfUYz1rScn62X3I8R/4Z00PZx4p1kSf3ty/wAsVG3wd8c6MPM8KfE6+VlHyw3bPsP5Ej/x2vcqKX9o4j7Ur+qTH/Z2G+zG3o2v1PBz4/8Aiv4CcL468MrrGmLw1/YjkD1JHy/mF+tepeEvHfhrxrZfaND1BZJFGZLaT5ZYvqv9RxXSsqyIUdQysMEEZBrx7xp8HlN5/wAJR8PJ/wCw9egPmCKFtkUx9AOik/ke4qlPD4j3Zrkl3W3zXT5EuGIw/vQfPHs9/k+vzPQte8MQarKmoWcx0/V4RiK7jH3h/ckX+NPY9OxFYFvqtxb3yaTr9qNP1BuIyDmG5x3ifv8A7pww9O9UPhn8Tv8AhKGl8O+IoP7O8UWWVmgddgmx1ZQe/qPxHFehalplhq9g9jqVqlxA/VWHQ9iD1BHYjkVlLnoS9lWW39aeRvCUa0fa0Xv/AFr2Zh0Vj3Vvq3hQ/wClNNquiDpdAbp7Uf8ATQD76j+8OR3HetSC4hurdLi2mSaGQbkdGyrD1BptaXWqKUr6PckooopFnNeLLhUhtoM8sxf8hj+tc2svFQ+IdYS+12Xy3zFD+7UjocdT+dUFueOtenTptQVzilO8maUkvFdt4dUroUBP8W5v1rzZpyxCryScAV6vYwfZdPt7f/nnGFP1xzWWI0ikaUtXcsUUUVwnSFFFFABRRRQAdRg8isWKPUPC9w95ocTXWnO2+40sH7uerwdg3qnQ+x67VFNO2nQlxubWlatYa1p6X2nXAmhbg9mRh1Vh1DDuD0q9XAXOn3llqDa14ekSC/P+ugc4hvAOzgdG9HHI75HFdPoXiCz12CTy1e2vIDtuLObiSFvcdwezDg9qwqUre9Hb8i4T15ZbmxRRRWBqcp8Q5rG08C6hfXxKeQFeJ1TcwkDAp6cbgM89M18zw315Y6hq7fan0mS8ge5jRCFG/dkLk56jdjGOcV9AfF9NYufBCado9v5v226ignY4wiM2BnPTLlBmuG0X4B3lw63HibXAhPLRWvzt+Ltx+hr3sDUpUaDlVlu/XseLjIVatZKmtl6Hjw1TzNNuobtWnupJY5orljl0K5BBY8kEHp6gV1/g+D4hf2yNY8JaPLCxQxs4i2xSJu3bSW4PYcc4Ar6A0P4beDfD+1rPR4pp1/5bXP718+vPA/ACutVQqhVAAHQCnWzSDvGnC/r/AJCo5bNNSnO3p/mZfh3UptX8NWGpXMccdxPEGlSMkhH6MvPOQcgjsaj1vw9Z6yEm3vaX8P8AqLyHiSP2P95fVTwaq6D/AMS/Xdb0RuF87+0IPTy5s7h+Eiyf99CujrxZPkneOh60fehaRwDf8Jpasbd/DsV+ycfaYLpY0l/2grcr9OcHuetFd/RWnt/7q/H/ADJ9k/5n+H+Ry9FFFaDCiiigAooooAKKKKACiiigAooooAKKKKAGuiSI0cih0YYKsMgivPfGniKf4X6C17oV8qJdMYodMnG+NWI+/HzlMdSOVPoM16JXzf461KLxV8VbmO4kB0jQk8sgn5Sw+9+bcfRa78FSVWpaXwrVnn46o6dNcnxPRf5nrXwU8I2VnoTeML68i1TXtVJkmuN4kMIPOzPZv735dq9er5PuPiNqHhzXNN1yWNhOzqGt4T5LTW65z52BhmJxjIJABr33wb8S/CvjaBRpd8Ir3GWspyFlX6D+Ie4zWWOw1fm9vJXT/DyHgsRQS+rxdmvx8zs6KKK8g9UKKKKACigkKCScAdzXLy+ILzWJ3svCcaTKpKy6pMM28R7hMf61vYcDue1XGDlsTKSiee/GvwzbR/Y/GmhXS2PimycNEkX+su1HYKOWKjnPpkGu9+HnjO28c+DbbWIwsd0v7q6hH/LOUdfwPUexrU0nw7ZaXLJdu8l9qMwxLe3JDSuP7o7Kv+yMCvHvD6H4cftDXnhxP3ei+JE862X+FJOSAPoQy/QivSi44ii6W8oK6fl1X6o8ySlh66q7Rm7NefR/oz3rqK47UvCtzYXEmpeFWSJ3bfPp0hxBOe5T/nm59Rwe4712Ncr4+8Vf8Ib4V/t1lDpFcwpIp6sjOA2PfGcVwUedzUYbs76vKouU9kUNN1e21FpINklrewcT2k42yxH3HcehGQexrm/HHi2HR7Q6ZaSg3864ODzEp7n3PauV+Jvxd8KXPlW/hlfturQ4MepxkoIB3APV/cH5frXj661PeXL3V1O008jbndzksa9/DYCU7VJqy7M8atmNOLdKMrvudxFeepq0t4Mferj4dQ4+9VuO9aR1RMszHAA6k16DpGMayZ6P4PtW1XxDFkZht/3r+nHQfnXrdc34M0E6HoKLcL/plxiSb/Z9F/D+ea6Svn8RNTnpsj2aMeWOoUUUVzmwUUUUAFFFFABRRRQAVmajpRuZ4tQsbg2Oq24/c3SDt/ccfxoe6n8MHmtOimm1qiWk1ZkugeJhqMzaXqkIsdZhXLwZyky/89Ij/Ev6joa6OuI1PS7fVIUWRnhnhbzILiI7ZIH7Mp/p0I4ORVrRfEtxFex6H4l2RXzcW92o2w3nsP7snqv4jPbOdJP3ofcOM3H3ZfebutacuraDfaaTtNxCyK391sfKw9wcH8KZ4f1FtV8PWV9INszxhZk7pKvyuv4MCPwrTrnNF/4l/iXWtGPCSuNRg/3ZOHH4SKx/4GKyWsGu2pb0kn30OjooorI0Oc1z/iX+I9F1peFeQ6dP/uS4KH8JFQf8DNdHWbr2nf2t4evbBTtlliPlN/ckHKMPcMAfwp+i6gNV0Ky1EDa08Ss690bHzKfcHI/CtXrBPtp/X4ma0k13L9FFFZGhy9FFFdpiFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAVtQu1sNLur5/u28TSn8ATXzV4N0M3Xh+98VaxLPFFNcNLCzQM8Vw65yCy5+fJ+VSACTxzX0B40Zk8Ba6yAlhZS4wcfwmofgSif8ACldG+UHc9wTn189/8K9ClWdDDyqLq0vzZ5lan7bFQg+kW/xSPkDW9Rn1TWbi7nUoS21Yz/Ao4AqjDPNbTpPbzPDKh3K8bFWU+oI6V9reOPhF4U8apJcSW407VCOLy2UAsf8AbHRv5+9fMPjX4VeLPBMry3lmbzTgflvbZS0eP9rup+v5mvoMHmNDEJQWj7P+tT5nG5biKEnUfvLuv1O48CftBatpJi0/xfG+qWQwouk/18f17OP19zX0l4f8TaF4o05b/QtShvYT97Y3zIfRl6qfrX581oaTrWraDfpf6PqE9jcr0eFypPsfUexrDF5PSre9S91/gbYPOqtH3avvL8T9Dax9e8S6R4cszcalcYfaWSCMb5ZMDJ2qOT9eg71w3w61Pxr4z+Hun6veeIba2Fz5iu8VkPPG12Thi2zJ29dlcd43+JWk+BdSvPDvhbS5dU8SP+6ub/UAZWyR93J5frwowvpXzVPBSlWdHdre3+bPqamNhCiqz0T2v5+SKms/Gix1x3BsLu8shylhA3kwuP8ApvKeW/3FG31Jqla/E3x/rWt6fp+iJa2xLgW+mafCNjKP77Nn5QOpGBivN9Q8NeKdIj06bXtLmgl1In7Hbum1Bz/Eo6HkfLjNe/fDv4d6hp+mGSdpdMN2o+1XRG28uB/cX/nhH7ffPfb0r268MLh6fMkn26/1+Z5FCpicROzbXfp/X32/I9BvfErC5OlaNaf2pq6geZHG2IbYnvLJ0X6csfSvHvjRpGp6Lb+HPHF9qcl5qdnqCiTy12QxL94LGvUAFepJJzXvOnabYaTZJZadax20CdFQdT3JPcnuTya8v/aFVT8I5WPUXkOPzNeNgZpYiEYrRu33nqY+DeGnKT1Sv92p6vBKs9vFMvKyKGH0IzXkn7RE3l/Cny848y9iH1xk/wBK9L8OsW8KaQzHJNnCSf8AgArgvjh4V17xZ4DhtdAtxczW10LiSENhpECMMKO5yRxWWD5YYqHM7JM1xqlPCzUVdtHxoDg8VPHcslMuLe4tLmS2uoJIJ42KvHIpVlPoQelPsrG81K9istPtZbq5lO1IokLMx9gK/RHa12fm65r2W5ei1Bh/FXtfwr8O26anHqfiJvst4QHsbO5UxtICMiQbgNw9MZre+F/wJj0ySDX/ABpGk92uHh0/7yRHsZOzH26fWvctQ0vTdVszZ6lYw3cB/glQMB7j0PuK+Vx+Z023Sparq/8AI+vy7LqsUqtXR9F/mYdFVJvCWqadl/DusM0X/PnqRaWMeyyD51/HcPaqMmtzaa2zxFpVzpeODcY822P/AG0X7o/3gteMkpfA7/me9zW+JWNmiore5t7uBZ7W4jnibo8bBlP4ipakoKKKKBhRRRQAUUUUAFFFFABVa+sbTUrN7O9hWaF+oPY9iD2I7EcirNFCdtUJq+jM2w1698NMtl4gme70rIWHU25aEdln9v8App+eOp1tcZbXV9D1+Bg0fnfYpnByGimwFP8A38Ef5momVZEZHUMrDBUjIIrmNR0nVNP0a+stBIudPuI2B06V8eS3UNA38BBwQp+XI421ajGUr7P+vuM5c0Y23R6hRWV4d1T+2vDWn6kylJJoVMqHrHIOHU+4YEfhWqSAMngVwNOLaZ1J3V0Fc5oH+ga3rehtwFn+3wD/AKZTZJ/KQSfmKnuvFei285tbe4fUbsdbewQzuPrtyF+rECqtjDq2oeK4NcuNM/su1itZLfZNKGmm3MjLlVyqgbT/ABE89K2jFqL5tEZSknJcup01FFFYGxy9FMhmhuIhLBKksZ6MjBgfxFPrtMAooooGFFFFABRRRQAUUUUAFFFFABRRRQBn65ZtqHh3UrFRlri2kjUepKkCuZ/Z51Bbn4W/YCR5lheSxkezHeP/AEI121eUfDu4/wCEK+OOveELg+XZ61/pVnnoW5YAfgWH/ARXVBe0w9Smt1aX3b/gzhqv2eIp1OjvH79V+KPf6bJHHLG0ciK6MMMrDIIp1FeQeoeP+NPgH4X8RGS90Nv7Dv25xEuYHPunb8MfSvDbv4L+LdK16Ky1lYrTTWbD6qgaWBF9TtGR/wACAHvX2lR1FetQzXEUY8t7rzPIxGU4atLmtZ+XU43wifCf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12.              Sostenga la bolsa de disolvente con el vial invertido por encima de la bolsa. Comprima la bolsa de disolvente suavemente con la otra mano para instilar lentamente el medicamento en la vejiga urinaria del paciente. Continúe comprimiendo la bolsa de disolvente hasta que esta y el vial estén vacíos. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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13.              Comprima la bolsa de disolvente para expulsar el aire restante para vaciar el catéter en la mayor medida posible. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Tras la instilación 14.              El cierre de la pinza de presión (C3) impide un reflujo de líquido al catéter y reduce al mínimo el riesgo de contaminación. De forma alternativa, puede mantener comprimida la bolsa de disolvente mientras realiza los pasos 15 y 16. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) 15.              Extraiga con cuidado el catéter de la vejiga sin desconectar la bolsa de disolvente del catéter. Evite la contaminación por salpicadura de gotículas. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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P/nj/wCPH/Gj+z7P/nj/AOPH/GiijmfcLIP7Ps/+eP8A48f8arroWlpq0erR2pS9RDH5qSMu5T2YA4Yemc47UUUc0u4cqfQ0qKKKkZ//2Q==) 16.              Elimine el producto conforme a los reglamentos nacionales utilizando la bolsa para desechables. El contenido del vial está previsto únicamente para un solo uso/una sola dosis. Se debe desechar la suspensión restante. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Instrucciones para los usuarios de Vejicur #### Componentes y aplicación del kit de instilación | #### Componentes principales del kit de instilación ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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#### Componente principal | #### Descripción | #### A | Vial con polvo | #### B | Funda protectora | #### C | Bolsa de disolvente con solución de cloruro de sodio al 0,9 % (9 mg/ml) |        C1 | Conector para vial con tapa protectora y precinto de rotura |       C2 | Conector para catéter Luer-Lock con tapa protectora y precinto de rotura |       C3 | Pinza de presión |      C4 | Puerto de llenado sin función de aplicación | #### E | Bolsa para desechables | #### F | Conector Luer-Lock a cónico | #### Conexión del vial a la bolsa de disolvente 1.              Prepare la bolsa para desechables (E) para la eliminación directa del kit tras la instilación para evitar una contaminación. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 2.              Retire la cápsula de cierre extraíble del vial (A) y desinfecte el tapón conforme a la normativa local. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 3.              Abra la funda protectora (B) de la bolsa de disolvente (C) y retire completamente la funda protectora. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 4.              Retire la tapa protectora del conector para vial (C1). ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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5.              Presione el conector sobre el vial hasta el tope. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) #### Mezclado del polvo con el disolvente 6.              Doble el precinto de rotura dentro del tubo del conector para vial (C1) hacia arriba y hacia abajo varias veces para romper el precinto. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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7.              Sostenga la bolsa de disolvente de manera que el vial esté por debajo de ella. Comprima la bolsa de disolvente varias veces para transferir suficiente cantidad de disolvente al vial. Asegúrese de no llenar completamente el vial para permitir la posterior transferencia de la suspensión a la bolsa de disolvente. Puede quedar cierta cantidad de disolvente en el interior de la bolsa. Remueva el vial lentamente para reducir al mínimo la formación abundante de espuma al mezclar el medicamento con el disolvente. Si hay mucha espuma, deje reposar el vial brevemente (varios minutos). El contenido del vial tiene que formar una suspensión homogénea. Esto puede llevar varios minutos. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 8.              Invierta la bolsa de disolvente y sosténgala de forma que el vial esté por encima de ella. Sostenga el vial. Comprima la bolsa de disolvente varias veces hasta que el vial esté completamente vacío. Si queda polvo en el interior del vial, repita los pasos 7 y 8. Desde un punto de vista microbiológico, el medicamento se debe usar inmediatamente. Si el medicamento no se usa inmediatamente, consulte la sección 6.3 “Periodo de validez”. La suspensión no se debe instilar a temperatura de nevera con el fin de evitar que el paciente sienta la necesidad de orinar, lo cual acortaría el tiempo de exposición. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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#### Sondaje 9.              Sonde al paciente conforme a la normativa local y a las instrucciones de uso utilizando un catéter y un lubricante adecuados. Vacíe la vejiga urinaria con el catéter. Este envase no contiene un catéter. Utilice el conector (F) incluido para conectar la bolsa al catéter del paciente con un conector cónico (no mostrado). Para ello, se deben realizar los siguientes pasos adicionales: - Retire la tapa protectora del conector para catéter (C2, ver paso 10). - Conecte el conector (F) al conector para catéter (C2) de la bolsa. - Conecte con cuidado la bolsa con el conector (F) al catéter del paciente. - Luego, continúe en el paso 11. #### Conexión del catéter a la bolsa de disolvente 10.              Para mezclar los sedimentos que pueda haber, gire y remueva la bolsa antes de conectarla. No administre la suspensión a temperatura de nevera. Retire la tapa protectora del conector para catéter (C2). Conecte el catéter del paciente al conector para catéter (C2) de la bolsa de disolvente. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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     ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) #### Instilación 11.              Doble el precinto de rotura dentro del tubo del conector para catéter (C2) hacia arriba y hacia abajo varias veces para romper el precinto. Sostenga firmemente el catéter del paciente mientras lo hace. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) 12.              Sostenga la bolsa de disolvente con el vial invertido por encima de la bolsa. Comprima la bolsa de disolvente suavemente con la otra mano para instilar lentamente el medicamento en la vejiga urinaria del paciente. Continúe comprimiendo la bolsa de disolvente hasta que esta y el vial estén vacíos. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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13.              Comprima la bolsa de disolvente para expulsar el aire restante para vaciar el catéter en la mayor medida posible. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAUEBAQEAwUEBAQGBQUGCA0ICAcHCBALDAkNExAUExIQEhIUFx0ZFBYcFhISGiMaHB4fISEhFBkkJyQgJh0gISD/2wBDAQUGBggHCA8ICA8gFRIVICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICD/wAARCAFaAM8DASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD7LooooAKKKKACiiigAooooAKo6tfPpulyXcUImkDIiIzbQWZgoycHAy3oavVj+Jf+QEf+vi3/APR6VUFeSTJlsxvn+K/+gZpP/gdJ/wDGaPP8V/8AQM0n/wADpP8A4zW1RVcy/lX4/wCYuV/zP8P8jEh1LVotWtbLVLC0iW6DiN7a5aQhlGcEMi8YzzW3WLqf/Iy6D/vzf+ijW1RO2jSCF9U2FFFFZlhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRWJreu/2e6WFhELrVJl3JEThY16eZIey/qTwO5FRi5OyJclFXZt0x5oo/wDWSon+8wFcOdHjuv3mrzy6lcNyzSuwTPosYO1R+H1J60J4f0FDldFsgfX7OpP8q39lHq/wM+eXY6q413RLUE3WsWUA/wCmlwi/zNUH8X6OfltBd3zdvs9rIyt9HICf+PVnxWNlA26CzgiPqkYH8qIryKa+ubNVYS24RmyOCGzgj8j+VUqUPMTlIuf8JWw5k8O6qi/3v3LfoshP6VT1jxNot9pi2sd00NzJcW4SG5heB3PnJwocDd+GasVgNdTXumTTSkFBqUccWB/Clwi/zVquNOLd7EylJaXPR6KKK4TpMXUf+Rp0Mdv35/HYP8a2qxdR/wCRq0P6XH/oArarSW0fT9WZx3l6/ogooorM0CiiigAooooAKKKKACiiigAooooAKKKx9c1saWkdtaxC51K5z5EGcDjq7n+FB3P4Dk1UYuTshNqKuxmua2dO2WNjGtxqlwMxRH7qL0Mj+ij8yeB7Y9jYizSR5JWuLqdvMnuH+9K39AOgHQCksbI23mT3Exub24Iae4YYLnsAOyjsvb65NXK60lFcqMNW7sKKKKCjP026mubnU0lIIt7rykwMYXy0b+bGs+9vINM8WRSzCUrd2bKwiheU5jcY4QE/8tGq1o+0XGsEnB+2tuz2/dpj9MUzRv8ATri411h8tziO2z2gXof+BElvoV9K20Tbexjq0l1El1a+uYnTSdIuWlIISa7XyIlPYnd8/wCSmsLUrrVfDfhOH7ZpMU1rZvC8sttcmRyFkVmfaY164J6960/Eer6fHcWekS30MMk0qzS5cApHGwY8dSWIVQPcntU8muSXSPDp+g318jfKXkjEEZ/GQgkfRTVxVrPl0/rqZyd7rm1/roUP+F8eCv8An31T/vwn/wAXR/wvjwV/z76p/wB+E/8Ai64a1+D+oy6kt3d6laWcKZ2QLGbg43McM3yAn5uuOwq7dfBWw/st4dP1q4W6JDbp40ZCQDxgAEDn1Pb0rpdDAJ2u/wCvkcqq45q9l/XzN2b4hWfjXxPolv4Tt9SF7aytJueIKgBwp34Y/Jjdn8Mc4r2OvHfhXGvhNr3S9bgWC9uJ0ia4Qjy1IXCIeBgMOVbkMeDhuK9irzsYoxmoQWi28zuwrlKLnN6v8AooorhOwKKKKACiiigAooooAKKKKACiiigDJ1vWk0mGOKGL7TqFxlbe2DY3HuzH+FB3P5ZJAOBZWTwPLd3c32m/uDmacjGfRVH8KjsPzySTS2dk8U0t5eXBu7+fHmzlcDA6Ko/hQdh+JJOTVyu1JRVkc+sndhRRRQUFZTeHNFLFksRAxOSYHaLn/gJFatFNSa2ZLinujDPhTRSk6Fb3bcZ80f2hcfPwF5+f0AFSL4a0pUWPF4Y1GAjX07Lj0wXxitiiq9pPuyfZw7Iq2un2FghFlYwQf9cowpNLY3sOoWSXUIZVbIKOMMjA4KkeoIIqzWfp1rLa3GpNIoVJ7oyxgH+Hy0B/Ngx/Glum3uVtaxoUVU1DVNO0q1a61K+htIVGS8rhRXH6D45svHniqXw74cuJILaKMvPflPmYekYPQ/7TDj071caU5RcktFuzOdaEJKLer2Ra1SWS6n8RtDZyPam0Sza7YqkETrvLMzkj7vmDOMnIPGa9B0zxJoOpzrZafq9vd3ATdsR8sQMAn9RWZ4rsLfTfhjqtpp8SwxW1o7opyc7fm5PUkkcnrk5rlPCFtqEXj60W8lt2UWc8i+SrA8NGuDk/7X6Umo1qblta9vuQk5U527/qz1aiiivOO0KKKKACiiigAooooAKKKKACiiigDl6KKK7TEKKKKACiijoMnpQAVRm1SFbprK0hmv7xcZgtl3Fc9Nx+6n/AiKS0iu/EkmLOZ7XSAcPdpw9x/sxHsvq//fPqOtsdPstMtFtLC2S3hXnag6nuSepJ7k8mlKShvuSry22OaTS/FNyAzSabpyn+Fle5cfkUGfz/ABqynhHzf+Qnruo3Y7xxutsn4eWA/wCbGumorF1pdNC/Zx66nEeLPCWkp4B1620vTbaK9ubKSFZ3G6QllwMyHLd/WvMfgv8AD7xR4N8Xz3XiGyS0S4R4Yh5iuXK8luO3Ne3eJpGi8LahKkZkZIiwQHG4jtXlXwj8R3GuatfJNbzBTf3N6kksm7as2SI8dtoX9a9GhVqvC1EtV17nm16VL61Tk91t2PTPGwJ8Aa+ByTYzf+gGsDRbW4t/H9l58DxbtPucblxn95DXReMv+RF1z/rzl/8AQTSXP/I+aT/2D7r/ANDgrjpytTt3v+R3TXv39PzN6iiiuQ6QooooAKKKKACiiigAooooAKKKKAOXooortMQooqjcanbw3P2OFJby9xn7NbJvcDsWxwg92IHvTSb2E2luWp54bW3kuLiVYoYxud3OAo9Sags9KufERE+oxPbaP1W1cFZLsesg6qn+z1Pfjirmm+Hp7i4j1LX9jyxkPBZId0UB7MT/ABv79B29T09ZyqKOkdwUeb4thFVURURQqqMAAYAFLRRXKbhRTZJI4kMksiog6sxwBWS/ijw2jlP7csnfpsjmV2/JSTVKLeyJckt2S+IP+RevP9z+orn9D8J6f4U1iKKwd3F7c3Fy28D5MqAEGOwA4qfXvEumvoF2I4dRkBX7yabcFeo77MVHeeKtOOtaa/2LWMKJcg6RdAn5R0Hl811QjUUOVJ2d/wAjmnKm5cza0t+Zp+Mv+RF1z/rzl/8AQTSXP/I+aT/2D7r/ANDgrC8V+KtPuPBusQpY6yrPaSKDJpF0ijKnqzRgAe5qa68QWY8caTJ9k1PH2G5XH9nT5yXhPTZnHHXp09RRGnNRWnf8hynFydn2/M7WisdvEdko/wCPPVT9NNuP/iKb/wAJNpyjdLb6lCnd5NOuFUfU7MD8a5vZz7G/PHubVFQWd7Z6hardWN1FcwNkCSJgykjgjIqepem5e4UUUUgCiiigAooooAKKKKAOXqteX1rYRLJdS7Nx2ooBZ5G/uqo5Y+wBNQQTahrR26HCBbnrqFwpEX/AF4Mn1GF/2u1dDpfh6x0yU3TF7u/YbXu5/mcj0Xsq+ygCu2TjD4vuOdXl8JjW+laxrGHvGfR7E/8ALJCPtMo9yOIx9Mt7rXS6fptjpVqLXT7VLeLO4hRyx7sx6kn1PNW6K5pVJS06GsYJa9QooorMsKKKKAOYi0nS7rxnq5v9PtrqYR29xG88QcoCGTAz0GY88etdKkccaBY0VFHQKMAVia1v02+tvEKKWht1aG8VRk+SxB3++xgD/ul6gEt3q2vXlmNZlsYYVjkgitlTM8TKD5m9g2Ru3LhcY289RW7Tmk76W/4Bimotq2po+IP+RevP9z+oovP+Q9pX/bX/ANBFZ9/4Tj1DT5rWXXNXHmLjeLthg+uFwKoQ+Ax9tjuLzxJrVwIwwVRfzJgnvnfmqj7O2su/TyIl7RvSPbr5mr4y/wCRF1z/AK85f/QTSXP/ACPmk/8AYPuv/Q4Kp6j4H07UNLubFtT1hfPiaPe2pTvtyMZwXwfoar2ngRY9Wj1DUNe1O+MUTxIhupk27ipJzvJ/hHHT9KcXTUfi79O6FJVHL4e3XszsqKxf+EZ03/ntqP8A4Mrj/wCLqpZTf2XJ4gH2q4msrBFYfaJmlZH8ve43MScYKHGfWseVP4WbczXxIteGPm0WS46+fd3MufUGZ8fpitus3w/bNZ+GdMtpP9ZHbRh8/wB7aM/rmtKlPWTHDSKCiiioLCiiigAooooAKKKKAAAAAAYA7CiiigAooooAKKKKACiiigDA8T308Vtb6XZSeXd6gxj8wdYogMyP9cYUe7rXF6jo+laUbCTTp76xv4SVs1s3aRjxyPLJKlcAbs4HTJHFdP4ib7N4n0y8uPltngltlkP3VkZkYKfTcF49xjqRnLXavjOTz/vNYp9mz7O3m4/OLP4V6FH3Yqxx1FzSdy5Y+I/FU9iguPD1rBcrkM813tV/RgqK+M+hPHTJ61I934nuPvalZ2antb2xdh/wJ2I/8dqxRU+7e6iv69TSz6t/16FE2V653SeINUd/7wmVMfgqgfpU0WpeINMI8wrrVqOoIWK4Uex4R/odn1qxRRe+6DltsbGl61p2roxsp8yR/wCshdSksR/2kPI/ke1ctC51a0l0uHmTWbuW5uGHIjtVfy8n/fVFUfUn+E1Leaba3rpLIrRXEf8Aq7iFiksf0Yc/h0NUtFttW8LwyR2awavE20EzsYp9ijCruGVbA6DCjJJJySaIwik3F6kycm0pbHoNFUdL1S01exF1aM2ASkkbjDxOOqsOxH/1xwavVxNNOzOlO6ugooopDCiiigAooooAKKKKACiiigAooooAKKKKAPFPjF8Vl8MveeErWxuF1GW3jnhvY5AFibdkHHXjbXoXgDxha+N/BtnrcG1JyPLuYgf9VKPvD6dx7EV81ftFf8lYH/XhD/Nqu/s56prUHjy40qziabS7mBpLvJwsJX7j/XPy477vavpqmApvL41YaSSv/mfMU8wqLMJUZ6xbt/kfRfjE/aNPtNF/g1KbypsDkRKjO2PTO0LnqN3HNcrd6TqUMKW8Ie+t4G320wmCXVsemAWBWQdvmI44O7rXXeJ7S5zZ6xaQtcPYlxLCgyzxOBu2juwKqfcAjqRVS3uILu2jubaVZYpBuV16EV49KXLBW/pnuzipSdzmI9b8U2rBLzwrc3sY4M0Dwo5/7ZmQj/x78BWomvoy/vNJ1SFs42taM36rkfrWxRVucX9kShJfaObXxJcag9xY6Ro12dQCN5Ud5stt5xwQHYMRn0BrS0u9jeJLCaSZb+CNRLFcrslJAwWI7gnuMj3qxfWNvqFqbe4U+qOvDxt2ZT2YdjVy0s4/FXhLTbnUiUvQiut1AArxyDgshIOAcdOQQcHNKUopbWQJSvvcbRWRpS6pa399p2s3xuLuAqVxGqK0RztkXA78g+hX8Tr1LVmXF3VzG1i6Hh2G58U28yQG2j3XSOcR3MY/hb0b+63XnHINee/D345HVfFL6PqWlzyXOs6mTDIsg2W8ZVVRMd8BefUkms79oDUdWg0XTNOgjKaZcyM08qn7zr91D7dT749q8e+Hs09t8SfD9xbQCeaO8RliLbd5z0z2r3cNgadXCyqVFdtO3yPncXj6lPGRpU9FdX87n3rRVHS9Vs9YshdWbng7ZI3GHicdVYdiP88Ver5Vpp2Z9SnfVBRRRSGFFFFABRRRQAUUUUAFFFFABRXNa94z0rQ5jZjffX4Gfs1vglPQuTwv48+gNcfc+P8AxRMxa0tdMs17RyLJOfxYMn8q6YYapNXS0MZVox03OF+PHw88Qaprd340tWtTplpZRpIrSHzSQxzhcc/eHevSPg/4EXwT4KjN3EF1bUMT3RPVOPlj/AH8ya6vRdW0/wAWaCs7QLkMFuLWT5jFIpB2n15AIPcYNbldFbGVXQWGlpb+kcdLBUo13io6t/0zJ8SXc1j4X1C4t22TiErEw/hdvlU/mRXJQ+HYbFB/Y95Ppxx86x4eOQ/3mVgeT3IwT3Jru72zt9QsJ7G6TfBOhjcZxwR69jXBTawugX0Wi69JIbog+RPHEZPtKDo5CAlT2OQBnpWVBtxcY7nTVspc0tify/EkX/L3p10B2aB4SfxDt/Kj7X4gX7+i2z/9cr0n/wBCQUf8JJoinEmoJF/11Vk/mBQfEmgg8apA3+427H1x0re0usSLx6SIby88RyWUsen6KkNyykJJcXC7FPr8uSfpx9RXVeF7izk0CC0s4pYBYgWrwzY3xsqjg44OQQcjrnNYP9uaKbY3I1a0MI6uJlx/OrWktPY6FrniGaF4PPVriKJxtYRxx4UkdicE46gEVlUV42tYqLtK97kGp3H2200LxKsPklpzA5BzmGXIUH6uIjV2nXuluvw2/s6FczW1kjRj1kjUMv8A48oqG3mS5tYriM5SVA6n2IyKSacdOjY1dPXqZHivw7aeKvDF5ot2ABMuY5McxuPusPof0zXgXw7+GviVfGFtq8i28UGkaj5VwkkhD5TBOBjkYIxzzX0xTEhijeR441VpW3OQPvHAGT+AA/Cu2jjKlGnKnHZnHXwVOvUjVlvEqXFi/wBrGoadcmx1ADHnKNyyD+7IvR1/IjsRWnYeJl8+Ox1u3Gn3bnbHIG3QTn0VuxP91sH0zUVRzwQ3Vu9vcwpNDINrI65DD3FcTtLSR22a1idZRXFW763pAC6fdC/tF4FpeMdyj0SXk/gwb6itqw8T6beTraXG/T71uBb3QCFz/sH7r/8AASawlSktVqaKotnobdFFFYmgUUUUAeeab8R2W4WPxBYx2sDcfa7dy6If9tSMqPfkDvjrXoMckc0STQyLJG4DK6nIYHoQa8JqfT9Z13w5BKNAkieJgT9jucmIMf4kwRtPsOD39a9arhIy1p6M4Y1pR+LVHtF9f2WmWb3moXUVrbp96SVgoFeb6746vtUDWugiSwszw15IuJpB/sKfuD/aPPoB1rjxqMmuXRvNSu5ru+iPKXHBtyeyoOF+o6+pqzVU8JGnrLV/gKVZzWmiGRQxwoVjXGSWYk5LE9SSeST6mn0UV1mRY0zVLvQNXXVbJTKpAS5twf8AXx+3+0OoP1HQ17Pp+oWmqadBqFjMJraddyOO/wDgfUdq8QrS8PeIJfC+oNIwaTSbhs3MSjJib/nqo/8AQh3HPUc8uIoe0XNHf8zWnU5HrsezVxj5XxjrKz8TsIWiz3g2YGP+B+b+fvXYQzQ3FvHcW8iywyKHR0OQwPIINch4p26he7LGf7FdaZGZbjUjylrGwBKFf4ywUHb2wDkfLnzaPxNM6auyZapGZUUs7BVAySeAKo6RoOv6jE13rGtTWkMnMFvbQJHIF7NIWD4Y/wB0dP5bEfhDRt4a6W5v8HO27uHljJ94ydn6VtKUIuzf3Ermlql95n+E7O1urzU9dS0iaK5mX7PMYxukCoFLg9cE8A9wue9a3iskeDNZxxmzlBPoCpBNbIGBgcCorq3hvLOa0uF3QzxtG6+qkYI/Kud1LzUmXyWg4okUDYB2xXmdhqSaNd3mh6lH9lgs7lre3uSf3bIcMisf4TtZQM8Hsc8V2nh+8mktJNNvn3ahp5EMxPHmD+CT6MOfrkdqyNUhWDxmysoaPUbLcVI43RNtYn6iVB/wGtqXuylCX9f0iJ6pSX9f0yxRR0GB0oqigooooAKiuLa3vLdre7t454W+9HIoZT+BqWsbVr24kuI9H01tt3ON0kn/ADwj7t9fSqim3oS2ralGfV9T0a4ez8L3E2oPEMyWU4M8UY9nJDKfRdxHtXT+DfF0fiewlW5t/sOqWrmO4tHyGXoQwDANtIPcdcjtVXT9PttNtFtrZMKOWY9XPck9zReafZ3wQ3MIZ4+Y5VJWSM+qsMFT7ginP2cla3zJipRd0/kdlRXGwXniDS+I5xrFqP8AllcEJOo9pAMN/wACGfVq2tP8SaXqE4tfMa0vcZ+y3S+XJx1Izww91JFckqUlqtTZVE9HoeP0UVFcPcJFutoVmfPKs+3j2ODzXvnnkV3YxXRWQM0Nwn+rmj4Zfb3HseKgjvpbeVbbU1WN2O2Odf8AVyn0/wBlvY/hml/tRY/+PyzubX/aZN6/99JkD8cVYWSz1C2YRyQ3UDDa20h1PsarVLXYjRv3XqWKKzPLu9M/1Ie7sx/yyJzJEP8AZP8AEPbr6Z6Vet7iG6gWa3kEkZ7j+R9D7UmupSlfQloooqSjV8P+KZfCXmR3CvPorZdo0GWtm67lHdSeq9jyO9ehWeiyXPhCWyvXMV5qCtNcSLyVlfn8dvAHsoFeSsyLd2Tz28k9qlwkk6RbdxRTuwASAckAHnoTXqVt8QPCtxgS6ibE9/tkTwqP+BMAv61w4mEtJU1r1NKTirqT0LketXtkoi1vSrlJF4NxZxNcRSe4CZdfoV49T1qO88X6XZ2M919n1GTykLbBp84LY7ZKAD8a2LTULG/j8yxvYLpP70MiuPzBqr4g/wCRb1D/AK4t/KuBcrklJHTLmUW4sx4fG9q15Fb3WkapbCXO12s5WGQM4wFzWj/wk2l/889Q/wDBdcf/ABFT33/Ia0n/AH5P/RZrTolyaO34/wDACPPqm/wMA69pzXBntNK1C6uyvlgrp8iMRnO0u6qoGfUisDV49VPiTRNb1MJaq7y2MVmjbjGroZCzt0LEwrwOB6nNd9XK+J5LbVvsui2F4zakl3DL/o2Ha3UN87PkEL8hYDd1PAzV0pLm0RNSL5dWOpGYKpZiABySe1Qyab4msjhVtdWiHRg32eX8VIKk++V+lYWqNqN3drZ6touo2WlqoaULCZ/tB/uExbgqeucZ6dM52ilLZ/16EylZbF7S7i41K5l1TeyWLr5drH2kXPMp/wB7t/s8961qgtbq1vLZZrOeOaE8Bo2BHHb/AOtU9Etyo7Fe9u47GwmvJj8kSlj7+1UNBs5YrV7+7H+m3p82TP8ACP4V/AVFrn+l32m6T1WaXzpR6onOD9Tityq2j6i3l6BRRRWZYVBdWdnfQG3vrWK5hJzsmQOufoanoo2FueX0UUV6xxhVSfTbG4k82S3US/8APVPkcf8AAhg1bopptbCaT3M/7LqFv/x63/mr/wA87pd3/jwwfzzVC4a4gna6+ySWVwfvSRDzoZf94L8344GPWt+iqUiHC+zKtjeR31qsqtGW6MscgcA/Uf8A66tVVuNOs7mTzJIQJe0qEo4/4EOah8jU7b/j3ukukH/LO5GG/wC+1H8waLJ7Du1uaFFZ41WKMhb+GSxb1lGUP/Axkfng+1X1ZWUMrBlPII5BqWmhpp7FO40y0nnjufJjS5iOUlCAkexBGCPY1szXkV34TNxe2n9lWrT/AGIT2NxIGvZemIkLBUAwQSxYZUgA1UhtbnUr+30uyJFxdMRvAz5SD78mPYfmSB3pbqaUWlxZ6jFLaQl7c6VpYOZrVI2IWWXtGHUsWDHcSxwOKmWtl2M5WV7I27/Q9S0iezub3Vdeg+Ztkz6obqKPg5aRAEZVx1KE469Mmuy0nTYdTsPPkvtVt50doZohqEjBJFJVgDnkZGQe4Iqj8QLyO1i0yO6nNrYXLyw3NwsRlaNGjIOFHqM/NzjHQ1p+H9S09tZ1zS47yE3K3fnLEHG5keKNgwHccnmvMnKUqal/W51wjGNRx/rYtHwzpsnF1Je3i/3Li8ldD9VLYP5Vp2lnZ2FuLextYraEdEiQKv5Cp6K4nKT3Z2KMVsgoooqSjn9Y8OrcTHUtJMdpqg6uRhLgf3ZAOvs3UfmDl2V8t0ZIZImtryAhZ7aT70Z/qD2YcGu0rH1rQ01QJdW8v2TUoAfJuQM8f3HH8SHuPxGDzXRCp9mRlKFtYnKQfv8AxneSdRa2yRD2LHcf5Vt1xOneIrex8a6jpWtx/YL+5kSNQzAxlwvADejZypIGenB4rtq6qsXFq/ZGNOSknYKKKKyNQooooA8vooor1jiCiiigAooooAKKKKAAgEEEZHoaz20qFGMljK9k55/dfcJ90PH8j71oUU02tiWk9yjZ6vr+hS3bxwxbrlVjOo2ylpYYxnKrGc7ck53Dd0HHAwtrb3V9ZXF9oym6ggmj84qjSyzuzgv3ySqZZjgnkDFXaz7vS7O4lSd1kSVJRIrRyspDcAkYPBIAGevA9Kem+zM5RaWh3vxD1jSrrR9Mube+huIluG3CNwx/1bcY657Y61xc1qpvWiuI8XFrFbQu4bDJKlvGrYYcggjGR3FJN4ojvIrm9sbq6i+z6i1qrbY7iQQbGKSB2QyAnaedxIp1q1u1srWsgkibLbw27cSckk9znqayp03Sjylc6qS5joNN8X+JNK2o066tbD/lndHbKB7SAc/8CBz616D4f8VaX4hV47YyW93GN0lpOAsiD14JDD3BIryStbwlp15qniu1u7FdkGmybp7k9OVwYh6kgjPYDHfFYV6FNxctmdEJyi0lqexUUUV4x3hRRRQBUu9L02/3fbbC3uCyGMmSMMdp6jPWuTuoLjwzIFuZHuNHY4juWOXtfRZD3X0ft0b1Pb010SSNo5EDowwysMgj0rWFRx0exnKF9VucyCCMjkUVSvtPm8Mkz2qvcaJ1aMZZ7L3Xu0ft1XtkfdtxyRzRLLE6yRuAyspyCD3Brp6XWxmn0e46iiikUeX0UUV6xxBRRRQAUUUUAFFFFABRRRQAVHOnmQmMkqGwMjgjmpKo6xeNp+iXt+qB2tommCngMVGcfpTSu7IibtFtlbTPB83hhtUae1u7ZP7bmtbMT9JbVI28txxznJ+bvVibTh5rXNjL9kuDySoykn+8vf6jB96x9D+KOvePrg2etW1ogtp/Oia3UrgMjjack5A9etdOSFBZjgDkk1pNVYytV+I58O6U6d6Xwkeiw3Wu67BoVwy6ZLIC0k5cEOg6iLP3nPoRxyecYPuWnadZ6Tp8On6fAsFvEMKo/Uk9yepJ614YLDVtX097jTNJ+1Qr88cks3keYRyDGcE59G4Hoa9E8B+I9Sv4P7L1wo93GpMM6PkyquAyyAgFZF3LkEDIII715uMjKUeaL0XT+v6/E7qElGVn16/1/X4Hc0UUV5J6AUUUUAFFFFABXIajo1xossl/o0LTWDkvcWCDJjPd4h/NO/UYPB6+irhNwZEoqRyVtc295bR3NrKssMgyrr0NS0atodxa3MuraFGGkc7rmxzhbj1ZOyyfo3fnkV7O8t762E9u5K5KsrDDIw6qwPII7g11aNc0TLVOz3PN6KKK9Y5AooooAKKKKACiiigAooooAKx/FDAeEdVBPLW0iKPUlSAPqSa2Kx/EriPQpHZmUJJG5K5JADgk8EHgc8EVpT+NGVX+HL0Z5t8MVa312dJ1MTOAVDjBOFfOK9v0HRP7ekW+vFP9kqcxxn/l7I7n/pn7fxfTr5/4Q0W31DxXpsOoKVhmgF0yFChkjZWxklPukgA/Oc7gOea+gVVUUKqhVAwABgAUswr/ALz3d2YZdQ5aXK3dJigBQFUYA6AVlXmlsNTh1zSykGrW4IV2HyTLjBSQDqMdD1Xt3B1aK8dNo9dpPc09F1y31iCRfLa2vYCFuLWQ/PEf6qezDg/mK1a4i+sZZZo7/T5/smpwD91PjII7o4/iQ9x+Iwea39C12PWIZIZYvsuo22FubVjkoT0YH+JD2b+RBAwqU7e9Hb8i4z15ZGxRRRWBqFFFFABRRRQAVz2seH5bi6Op6LPFZai2FkMiFop16fOoIOR2YHPbpXQ0VUZOLuiZRUlZng9FFFfQnnBRRRQAUUUUAFFFFABRRRQAVlajZWerm5t7iGWVLazunZ0dkVHEDMqkgjJ+UHHoBnqK1bW1u9Xvzp2nnYVx59xjKwKf5sew/E8deq1bwxC3hCbS9IZ7aaOGXyWVhl3dGVt5IOd245J9c1LqKDSvr+REoOcXZaHny+F9FF1pLLbSAt4dsbhsTyAM73EatnnoQxGOlez15P4P0mTUtesLySK6tbP+xLTzFe4ikE7o4242liqbos4ODlcH0r1iufFSd1Fu9isJFKLkla4UUUVxncFUL6xkmmhv7GUW2pW2fJmxwQeqOP4kPcfiOQDV+imnYTV9GXdF8RWmqn7JMBZ6pGv76zkPzDHVl/vp6MP0PFbdcbe6fZ6jEsd5AJAh3I3IaNv7ysOVPuCDTYL/AMQaP8uTrlkP4HYJcoPZuFk/4Fg+5rKVJPWP3ApuPxHaUVlaX4g0nV3aG0usXKDL2symOZB6lGwce/StWudpxdmbJpq6CiiikMKKKKAPB6KKK+jPMCiiigAooooAKKKKACltbW71e/On6edhXH2i4IysAP8ANz2H4njqtlZ3mtXrWWnt5ccZxcXRGVh/2V9X9u3U9gfQ9N02z0qxSzsYvLiXn1LE9WJ7k+tZVKih6jjFz9BNN0200mwSyso9ka8kk5Z2PVmPcn1p2pTi10i8uW4EULufwUmrVZHiTLeHLq3VSz3QW1VR1JkYIMf99Vwr3pK50v3YuxBo0EMOoRw2/l+Xb6TZQgx42k/vGJGPrn8a3qw/D7QzTancW1jLY2/npbxQSjDxrHEibSMnowatyip8RNPSIUUUVBqFFFFABUczyxx5hh81s4xuAx71JRQIyL6wuNRRBdWtsTGd0brIyyRN6q4GVPuKs2Ou6vosaprytfWA/wCXyJd0sA/6aKB8w/2lGR3HU1eoqm01yyWhPLrdPU6SCeG6t47i2mSaGRQySRsGVgehBHWpK4WO3vtFne60DYYnYvNp7ttilJ6sh/5ZufyPcd66bSNesNZV1t2aK6i/11rMNssR919PRhkHsTXNOk46x1RrGd9HualFFFYmh4PRRRX0Z5gUUUUAFFFMlljhiaWZwiL1JoAfUul6Zd+IJcWzNb6cDiS7HWT1WP1926Dtk9FttKledbjxRY3mm6UQGjWSI7Zx6ysufLX/AGW2k9/SvRLWS1ktY2snie3xhDEQVx7Y4rGpV5F7o4R53qNsrK106yjs7KFYYIxhVX+fuferFFFee3fVnWlbRBWNrEb3mpaZYx3hsxE7X80wUNsjhGc4PH3mStmuKvobnWLyd9+201SRLG18uRldoYmY3DEDjY3K+/yVrTV3f+v66mVV2Vv6/rodD4fWQ6FBcTqVmuy13Ip6q0rGQj8N2PwrUo6DA4FFZt3dzSKskgooopFBRRRQAjMFQs3AAyarae0j2McsrEtJl+ewJyBS6gSNLuivXym/lUVi2JriEsflKlQf7u0Yx+tVb3SepeoooqSgqjf6cl4Y7iKVrW+g5guo/vxn+qnup4NXqKadthNX0ZY0LxHDqBbTdQeG21m3+Wa3348z0kjB5KHr7cg8iugrhdV0e11SNWmt4ZJY/u+agYH2P+eKr2Md7DlNL1q8sZE4a1uG+0Rr9A+Wx6YYCplRjLWLsJTlHRq5xNFFFeucgUUVHJIwkjghiae5mO2KFPvOf6D1PQUC2FeTayRrG8ssjbI4o13PI3oB3NZ9/b+LvCfiG31rV7GKKOEhrdZE861GR/Gw5WT3OMHpnv3WkeGLvS5I9WTUAuthSNxXfAqnGY9p5xx94EMT3xxXZad4gttQk/svVrUWV84I+zynfHOO5jbGHHtgEdxXPLEcj91cy6ley5/idn0MDRPil4f1FUh1cHRrluP37boWP+zKOMf720+1bs3hjQNQJvrFfsc0nzfatPk8sv7nHyv/AMCBrE1f4V+G78vLp3m6PM3OLUgxE+8bZAH+7trjn+GXjLQ5Gk0HUoZBnObS4ks3b/gHKn8WrnUaEtaU+V9mW3VjpUjzf1/XQ72XSPE1hk29xbazCP4JR9nmA/3hlGP4IKptrdtbyCHVYLjSZScAXibFJ9pBlD+DVxvn/GCwG1l1eRRwP3VrMP8Ax0En8agng+K3iGFrO5i1U28nyuknk2iEe5GHx9M1qqH88o27p/0iHWt8MZfNf0y/418YwW1pNpGk3Sm5df8ASLlG+W1Q9ef75HQdup7ZteA9FurXTxqmo+ass0YjtoJGJ+zwDoMHoW4JHptHapNB+D0MFtFLrGoGK4iYPDBYqvlQsO53qfMP1AHtnmumlsfE+nctDb6zAP4rf9xMP+AMSrfXcv0onVpKPsqT9WEIVHL2lRFqiqFrq9jc3BtN7W92OttcIYpR/wABbqPcZFX65WmtzrTT2CiiikMKKKKAIrpPMs5k/vIw/SqiQfabO2uYZPKnEa7XHOeOhHcVoU2ONI41jjUKijAA7U07CsQW9xJIxhuITHMoyccqw9Qas0UUgCiiigYVBcWkNzgyAq69HQ4YfjU9FF7CPL6KKjklZXjhiiae4mbbFCn3pD/h6noBXrHFewSyOrRwwRNPczNsihXq7f0Hqewrt/D/AIfTSY2ubpluNSmGJJQOEH9xPRR+ZPJ7AN8PeHl0tWvLxln1KZcPIPuxL12J7ep6k9ewG/XHWq392OxvTh9qQVBd2dtfW5t7qESxnnB6g9iD1BHqORU9FcuxtuVrXVdU0P8Ad3nm6rpo6TAbriAf7QH+sHuPm9m61Y8TePPD/hfwoviW7mkurGRxHG1ovmF2OcD0HQ9SKWuU8X+D4vEPh3U7CzmNnLeJ86qMxyuCCpZfXIHzDB9yOKuEKc5r2mi6mVR1Iwfs9X0PJPFP7RfibVN9t4as4tFtzwJmxLOfxPyr+R+te6+ANa0OPwZp1q/i601W/wDKEl1M94ru0jctnJzgE4HsBXxvo/hTXde1O50zS7Lz722zvhMioxIOCo3EZPXgc8H0p154M8XafL5d54Z1OFv9q1f+eK+mr5dhpxVGnJRtr5v9T5PD5liqcnWqRcr6dkvTofa+u/ELwb4ctnm1TxBZqyjIhikEkjewVcmvDG/aW1FPFk8yaJFNoBIWOBm2zqB/Fu5GT6Yx0Ge9eRab4C8aavMI9P8ADGoyknG5rdkUfVmwBXuHw9/Z7Nrdw6t44eOUxkOmmxNuUn/po3f/AHRx79q43hMDg4N1pcz7f5JfmdixmPxk0qMeRd/82/yPadPm0fxt4VsdTuNLZrS7jE0cV5EBImeh9j3BB9DVGbw3qmn5fQ9S+0wj/lz1Bi34LKPmH/Ag/wCFdYqqiBEUKqjAAGABS180qji3y7dj6f2d0ubfucKNXjgnS11a2l0q5c7VW5xskP8AsSD5W+mc+1aVdJcW9vdW7291BHPC4w0cihlYehB61zU/hJrX954d1B7H/p0nBmtz9ATuT/gLAD0NbKpCW+n5EuMo+YtFZk2o3WmErr+nSWKj/l6jPm25994GV/4EBWhDNDcQrNBKksbDKujBgR7EVbTWolJMfRRRSKCiiigAooooAKKKKAPK5JH82K3t4WuLqY7YoV6uf6Adz2rt/D/h6PSUa6uXFxqMy4kmxwg67EHZf1PU+3cRaRpME5uINLtIpiuwyJAobb1xkDpVj7Nb/wDPvH/3yK3rV2/dRjCmr8zOcoro/s1v/wA+8f8A3yKPs1v/AM+8f/fIrl5jexzlFdH9mt/+feP/AL5FH2a3/wCfeP8A75FHMFjnKK6P7Nb/APPvH/3yKPs1v/z7x/8AfIo5gsefWfhPRLOfV5ltEf8AtW4FxOGHRgABj05y2eoJNadrfavoeFJl1fTh/Cxzcwj2Y/6wex+b3bpXXfZrf/n3j/75FH2a3/594/8AvkVUqrl8WpCpqPw6EOn6lY6raC6sLhZo87Tjgo3dWB5Uj0PNW6rxWNlBdSXUNnBFcSgK8qRgM4HQEjk4qxXNNJPQ2i7rUKKKKgoKKKKACsG68I6JcTPcW8D6dcudzS2MhhLH1ZR8rn/eBreoqoylH4WS4qW6OTk8P+ILb/jy1qC9X+7fW+1z/wADjwB/3waqyS65Z5/tDw/MyDrLYyC4X/vn5X/JTXbUVqqz6q5Hs+zONs9Qs9QRms7hZNh2uvRkPoynlT7GrVb76fYSXovZLGB7oJ5fnNGpfb127sZx7VJ9mt/+feP/AL5FaOXYmOu5zlFdH9mt/wDn3j/75FH2a3/594/++RS5irHOUV0f2a3/AOfeP/vkUfZrf/n3j/75FHMFj//Z) #### Tras la instilación 14.              El cierre de la pinza de presión (C3) impide un reflujo de líquido al catéter y reduce al mínimo el riesgo de contaminación. De forma alternativa, puede mantener comprimida la bolsa de disolvente mientras realiza los pasos 15 y 16. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) 15.              Extraiga con cuidado el catéter de la vejiga sin desconectar la bolsa de disolvente del catéter. Evite la contaminación por salpicadura de gotículas. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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P/nj/wCPH/Gj+z7P/nj/AOPH/GiijmfcLIP7Ps/+eP8A48f8arroWlpq0erR2pS9RDH5qSMu5T2YA4Yemc47UUUc0u4cqfQ0qKKKkZ//2Q==) 16.              Elimine el producto conforme a los reglamentos nacionales utilizando la bolsa para desechables. El contenido del vial está previsto únicamente para un solo uso/una sola dosis. Se debe desechar la suspensión restante. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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### 6.1. Lista de excipientes Polvo: poligelina, glucosa anhidra y polisorbato 80. Disolvente: cloruro sódico y agua para inyectables. ### 6.2. Incompatibilidades Vejicur es incompatible con soluciones hipotónicas e hipertónicas. ### 6.3. Periodo de validez 2 años o 3 años cuando el número de unidades viables a la liberación sea superior a 5 x 108 unidades formadoras de colonia/vial, en ningún caso superando los 4 años desde la fecha de obtención. Se ha demostrado la estabilidad en uso física y química durante 24 horas cuando se conserva el medicamento protegido de la luz a temperatura ambiente (entre 20 °C y 25 °C) o a temperatura de nevera (entre 2 °C y 8 °C). Desde un punto de vista microbiológico, el medicamento se debe usar inmediatamente. Si no se usa inmediatamente, los tiempos y las condiciones de conservación en uso previos a su utilización son responsabilidad del usuario y normalmente no excederán 24 horas entre 2 °C y 8 °C, a menos que la reconstitución se haya realizado en condiciones asépticas controladas y validadas. ### 6.4. Precauciones especiales de conservación Conservar en nevera (entre 2ºC y 8ºC). No congelar. Conservar en el embalaje original para protegerlo de la luz. Para las condiciones de conservación tras la reconstitución del medicamento, ver sección 6.3. ### 6.5. Naturaleza y contenido del envase Polvo en vial (vidrio tipo I) con tapón de caucho + 50 ml de disolvente en una bolsa (polipropileno avanzado, PPA) con un conector para vial y un conector para catéter, con o sin catéter y conector Luer-Lock a cónico. Tamaños de envases: •              1, 3, 5 o 6 vial(es), bolsa(s) de disolvente, conector(es) Luer-Lock a cónico(s), con o sin catéter(es). •              1 o 3 vial(es), bolsa(s) de disolvente, con o sin catéter(es). Puede que solamente estén comercializados algunos tamaños de envases. ### 6.6. Precauciones especiales de eliminación y otras manipulaciones Información importante sobre el uso de Vejicur Vejicur solo debe ser usado por profesionales sanitarios con experiencia. Asegúrese de que la conservación es apropiada (ver sección 6.4) y confirme la integridad del envase. Vejicur debe administrase en las condiciones requeridas para endoscopia intravesical. Vejicur no se debe administrar por vía subcutánea, intradérmica, intramuscular o intravenosa ni para vacunación frente a la tuberculosis. ¡El conector para catéter Luer-Lock de la bolsa de disolvente solo se debe usar para instilación intravesical! Principios básicos y medidas de protección para el uso de Vejicur En general, se debe evitar el contacto directo con Vejicur. Vejicur es un medicamento que puede causar infección en los seres humanos y suponer un riesgo para los profesionales sanitarios. Podría existir un riesgo si el medicamento entrara en el organismo a través de piel lesionada, si se inhalan aerosoles, si entran gotículas en los ojos o entran en contacto gotículas con las mucosas o si se ingiere. No coma, beba ni fume en las áreas de trabajo ni almacene alimentos, bebidas o productos de tabaco en ellas. Vejicur no se debe manipular en una sala en la que se preparen medicamentos citotóxicos para uso por vía intravenosa ni debe ser manipulado por personal que prepare medicamentos citotóxicos para uso por vía intravenosa. El medicamento no debe ser manipulado por personas con inmunodeficiencia conocida. Se recomienda usar una bata protectora cerrada a prueba de salpicaduras, guantes desechables, una mascarilla respiratoria FFP2 y gafas de seguridad con protectores laterales como equipo de protección personal durante la manipulación. Vejicur solo se debe transportar en recipientes cerrados (para las condiciones de conservación tras la reconstitución, ver sección 6.3). Una vez finalizado el trabajo, limpie las superficies de trabajo con una solución desinfectante adecuada. Después del trabajo y en caso de contacto con la piel, desinféctese las manos con un desinfectante para manos, déjelas secar, lávelas y use productos para el cuidado de la piel. Pruebas cutáneas con tuberculina El tratamiento intravesical con Vejicur podría inducir sensibilidad a la tuberculina y complicar la posterior interpretación de la prueba cutánea de la tuberculina para el diagnóstico de infecciones micobacterianas. En consecuencia, se deberá medir la reactividad a la tuberculina antes de la administración de Vejicur. Preparación de la suspensión intravesical reconstituida Antes del uso, el medicamento se debe resuspender en condiciones asépticas con una solución estéril de cloruro de sodio al 0,9 % (9 mg/ml) (ver las instrucciones de uso, paso 7). El catéter se debe colocar con especial cuidado para evitar lesiones en el epitelio de la uretra y en la vejiga urinaria, que pueden causar una infección sistémica por el BCG. Se recomienda usar un lubricante para reducir al mínimo el riesgo de un sondaje traumático y para hacer más cómodo el procedimiento. Las mujeres pueden necesitar menos lubricante que los hombres. No se ha observado que un posible efecto antiséptico del lubricante pueda influir en la eficacia del medicamento. Vacíe la vejiga después del sondaje para reducir la cantidad de lubricante que pueda haberse introducido antes de administrar Vejicur. La suspensión se mezcla removiéndola suavemente antes del uso. Las partículas visibles macroscópicamente no influyen en la eficacia y la seguridad del medicamento. El contenido del vial está previsto únicamente para un solo uso/una sola dosis. Se debe desechar la suspensión restante. La eliminación del medicamento no utilizado y de todos los materiales que hayan estado en contacto con él, se realizará de acuerdo con la normativa local. Conducta en caso de emergencias y derramamiento de Vejicur Use ropa de protección y evite remover el polvo. Cubra la suspensión de Vejicur derramada con celulosa y humedézcala con un desinfectante con eficacia demostrada frente a las micobacterias. Después de limpiar la suspensión de Vejicur derramada, limpie de nuevo la superficie con una solución desinfectante y deje que se seque. Los derramamientos sobre la piel se deben tratar con un desinfectante adecuado. #### Primeros auxilios Consultar siempre a un médico en caso de contaminación. En caso de contacto con la piel: quitar la ropa contaminada. Desinfectar y limpiar la piel y comprobar si hay contaminación de heridas. En caso de contacto con los ojos: enjuagar el ojo afectado con una cantidad suficiente de solución de colirio o, de forma alternativa, con agua. Quitar las lentes de contacto, si procede. En caso de ingestión: enjuagar la boca con abundante agua. En caso de inhalación: asegurar un suministro suficiente de aire fresco. Para más información sobre el catéter, consulte las instrucciones de uso correspondientes. #### Instrucciones para los usuarios de Vejicur Componentes y aplicación del kit de instilación | #### Componentes principales del kit de instilación ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAUEBAQEAwUEBAQGBQUGCA0ICAcHCBALDAkNExAUExIQEhIUFx0ZFBYcFhISGiMaHB4fISEhFBkkJyQgJh0gISD/2wBDAQUGBggHCA8ICA8gFRIVICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICD/wAARCAEPAWYDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD7LooooAKKKKACikb7p+leH+DWurex8Bak2l6vpv2vyVutSn1AzRXm+BsKYhI333KkFlGCOx4ropUfaRcr7f8AB/y8zCpV5JJW3/4H+Z7jRXn/AMSlWV9DhkG6JppSyHoSE44rz64/sW2mEElqry7dxSG3aVgPUhQcDr19K2pYX2kVK+/kZ1MTyScbfifQNFfPXnaL/wBA24/8F83/AMRR52i/9A24/wDBfN/8RWv1F9393/BMvrnl+P8AwD6For5687Rf+gbcf+C+b/4ijztF/wCgbcf+C+b/AOIo+ovu/u/4IfXPL8f+AfQtFfPXnaL/ANA24/8ABfN/8RR52i/9A24/8F83/wARR9Rfd/d/wQ+ueX4/8A+haK+evO0X/oG3H/gvm/8AiKsWsOj3iM1vbRkodrK0RRlPoVIBH4ik8Dbd/h/wR/XL9Px/4B77RXM+AiT4F0/JJwZVGTnAErgD8q6auCceWTj2O2EuaKl3CiiioKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKADqMVy2l+AtB0l7DyG1CeLTsfZILm+mmigIXapVGYrkAkDjjtXU0VcZyimou1yXCMmm1scB8Rf+PrQf+us3/oFcHp4H23VWxybkDP8A2yjrtvihCbhdDgVzEzTyMJVLBkwnbBA/MH6VxOn/APH3qn/X0P8A0VHXsYb+Cv66nl1/4r/roaFFFFWZhRRRQAUUUUAFZ6ADxHMRwWtUz74dsfzNaFZU8LXGs3EKzPCXtFAdDgr87dKuPUmXQ9a8Bf8AIjWGeu6b/wBHPXTVzHgHA8B6aoVV2+YvyknOJGGeSTz16munrw638SXqz16X8OPogooorI1CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDgPiN/x9aD/11m/9Arg9P/4+9U/6+h/6KjrvPiN/x9aD/wBdZv8A0CuD0/8A4+9U/wCvof8AoqOvaw38Ff11PJr/AMV/10NCiisfUfE2h6Td/ZdRvxbzbQ20oxyD34FbKLlpFXMnJR1bNiiub/4Trwp/0GE/79v/APE1ZsfFnh/Ur2OzsdRWa4kztQRvzgZ7irdKotXF/cSqkHomjbooorIsKz1/5GKT/r1X/wBDatCs9f8AkYpP+vVf/Q2ql1E+h6p4B/5EWw/3pv8A0c9aviC/m0vwvq2qW6o01nZzTxhxlSyoWGcdsisrwD/yI1h/vTf+jnrX1zT31bw3qelRyCN7y1lt1dhkKXQqCfzrx529s77X/U9SF/ZK3b9Dm7LWfE2n3uhDXp9OvrPWm8lJLS2e3e3lMTSqCGkcMpCMM8YOOueL/ijWtS0pkGn+QNlpcXsnnIW3iLy/3YwRgt5n3ucY6Gqmn+HvEFxqGjzeIb6wNto+ZLe3so3/AHkvlmMO7MegVmwoHU5zxUfjb75/2dIv3/Iw/wCNapQlVitH37dTO8lTb1/qx2lFFFcR1hRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVVudS06yz9s1C2tsf8APWVU/maaTewm7blqiqtnqWn6grNp9/b3ar94wSq4H5GrVDTWjBO+wUUUUhhRRRQAUUUUAFFFFABRRRQAUUUUAcB8Rv8Aj60H/rrN/wCi64PT/wDj71T/AK+h/wCio67z4i/8fWg/9dZv/QK4PT/+PvVP+vof+io69rDfwV/XU8mv/Ff9dDQrn/Eui2OqJb3Fw0azW25kDoreaNpyuD+ftjNa0WoafPdyWcN9by3Mf34UlUuv1AORVbVNP/tIxLDefZ5rdi2QofhlK8j6E10QbjK+xhO0o23PNLDwba3Pg9fETXOGSzlcweWCGZQ4Bzn6H8K6/wAGaLY2dpBqkZjNzc2cOUVFUxjbyeOTuOcnvj2ry2+e807xqPBseq3n2Vp47bIkIXa+M/LnH8XSvatF0VtJXa141ziGO3TKBdqJux06n5jXoYlyjHWW+q9Dhw6i5aR239TXoooryz0QrPX/AJGKT/r1X/0Nq0Kz1/5GKT/r1X/0NqpdRPoeqeAf+RFsP96b/wBHPXT1zPgH/kRrD/em/wDRz101eJW/iS9WetS/hx9EFeefEjUBYumTbjztH1GP9/OIv+eH3cg7j7d69DrhfHm3znVkDZ0LVMZHQ4gNaYb+Kr/1oTiP4bsd1RRRXMbhRRRQAUUUUAFc/wCNdWutC8Eapq1lJHFcW0W9HkXcq/MBkjv1roKx/FGjy+IPC1/o8NwttJcoFWV03hSCDkjIz09a0pcqnHm2uRUu4Pl3sZvhPVf7TmutnjKx8QrGq5S1t1jMROcEkMc5wfyq1qU15e682k297LZW8FulxM8OPMlLs6qoJB2geWxOOTkYIwc2tJi8SRyy/wBuXum3EZA8sWdrJEQe+S0jZ/Sqn/M7al/14Wg/8iXH+Nauzk2v6/BfkZK/Kk/6/F/mM/sVR9zVdUU+v22Rv5kil/s3UF4j8Taog9MQN+rRE1p0UudlcqM37JrSf6vxJO//AF3toW/9BVaXb4mH3dZsD/vaexP6SitGilzeS+5D5V/TZmmDxBNxPr6RD1tLNUP/AJELj9KadHeX/j81rVLn/t58j/0SErUoo530FyoyT4b0V/8Aj5sRe+97I1yf/IharNtpGk2f/Hnpdpb/APXKBU/kKu0UOcnux8sV0MXWra3iksNTjhRLuK9t41nVcOFeZEZc9cEMcjpXVVyHjGKObwtNHNGskZnt9ysMgjz04IrM8MeG/DtxqWsR3Og6dNseJk8y1RtoKdsjjkGtORSp80nt/wAAz5nGpypb/wDBPQqK4fxZ4X8N23hxprbw9psMi3Nt88dpGpwbiMEZA7gkfQ1k/wBg6H/0BrH/AMB0/wAKUaMZR5r/AIf8Ecqsou1vx/4B6dRXPeC8DwpDGoASK4uYlA6KqzyKAPoABXQ1zzjyycextF80VLuFFFFSUFFFFABRRRQAUUUUAed/FCb7MuiXHlvNtnkXy413O2U7D2rzuZrlNP8AEb2eftKs5ix13+QmP1r0n4jf8fWg/wDXWb/0CuD0/wD4+9U/6+h/6Kjr28K7Ul/XU8jEK9R/10Mi0h8Pw6P4ekjjXlo/sbw/eLlDk5HJyNxb8c1NolrHZ+JNejjklcM0LkyyNIclD3J6e1aVvoukWl617a6bbQ3LZzKkYDc9fz7+tXFhiSWSVIkWSTG9wuC2OmT3rqlU3S6/53OdQ2v0/wAjwHXv+S9R/wDYQtv/AGSvbtfeWPw3qEkLMjpA7go21uBk4PY15fq8Okn4wQtJaym7M6HcM4Lh49jdegUPXqWvAnw1qYHU2sv/AKCa7MRK/svRHLQjb2nqYvhY3Y1LUI7j7QqiKFlSecy4JMmSMscdB+VaEfiawkmjxBdC1kl8hLwxfuWfO0AHOcE8A4wT3pmnW8ser6jFJ8jNaw4OenzS1naVqb2uhaboS6bM+pwCK2kgeFhGoUgNJvxt24BYHPJwOtc0kpSbt2/I3TcUl6nSHUrQawmk+Zm7eFrjYB0QMFyfxYfrVWeb7PrNxP5Ukuy0U7I1yzfO3QViWFnrsHjG1uL6ytmWSG6MtxFM7feaHaMFAAQFUBc8gMc8c9Av/IxSf9eq/wDobVDio7di1Jy+89V8A4/4QPTWBBDeY3HbMjHH1GcGumrmPAP/ACIth/vTf+jnrp6+frfxJerPapfw4+iCuG8eFVM0jDO3QdTx+PkCu5rh/HaCTz1bp/YOpn/0RV4f+Iia/wDDZ3FFFFc5uFFFFABRRRQAUUUUAFc8nPjDVW9La2X9ZT/WuhrnoOfFOst6LAv/AI6T/WtafX0/VGc+n9dGaNFFFAwooooAKKKKACiiigDE8Wf8inft/cVZP++WB/pUfhU48Q6wv/TC2b8zKP6VN4r/AORM1k/3bOVvyUn+lV/Cx/4qnWB62lqf/H566F/Bf9djB/xV/Xc0vGI/4pK8b/nm0Un/AHzKrf0rBrofF4/4ojWm/uWkj/kpP9K56ij8Hz/yFV+P5f5m14LP/FOvH3S9uv1ndv8A2aujrmfBpxaapF/z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) #### Componente principal | #### Descripción | #### A | Vial con polvo | #### B | Funda protectora | #### C | Bolsa de disolvente con solución de cloruro de sodio al 0,9 % (9 mg/ml) |        C1 | Conector para vial con tapa protectora y precinto de rotura |       C2 | Conector para catéter Luer-Lock con tapa protectora y precinto de rotura |       C3 | Pinza de presión |      C4 | Puerto de llenado sin función de aplicación | #### D | Catéter Luer-Lock |       D1 | Lubricante | #### E | Bolsa para desechables | #### Conexión del vial a la bolsa de disolvente 1.              Prepare la bolsa para desechables (E) para la eliminación directa del kit tras la instilación para evitar una contaminación. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 2.              Retire la cápsula de cierre extraíble del vial (A) y desinfecte el tapón conforme a la normativa local. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 3.              Abra la funda protectora (B) de la bolsa de disolvente (C) y retire completamente la funda protectora. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 4.              Retire la tapa protectora del conector para vial (C1). ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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5.              Presione el conector sobre el vial hasta el tope. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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DAbGHUEiu6bwNZtNbFtc1t7eCeOcW014Zo3ZGDLnzAzYyB3rJU6dNxnzde3a3mwc6k1Kny9O/e/kjqY0WOJI14VQFH0FOooriOwKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArhPFtm2haqvjG0Qm1KrDq0ajrEPuz49U7/AOyT6Cu7prokkbRyKHRgVZWGQQexrSnPklczqQ51Y5hWV0V0YMrDIYHIIrP1TR7XVxEt1Ndoseflt7mSENnHXYRnpVGwgfwzr7+FZWJsZEa40uRjnEYPzwZ9UyMf7JHoa367H7rvF+hirTjaS9Tnk8E+FVbc+iwXDdN1yWmJ/FyayvGHh3R20WwsoNOt7aGW/hhYQRKnyuSh6D/arrb7ULHTLN7zULuK1t0+9JKwVR+dcbrXiO31ObRoYLG/isn1KBmvri2aKH5WyoBbB+ZgoBxg561vSlVlJSu9DCrGlGLjZanQ+E7ya/8ACGmXFz/x8iERT/8AXRPkf/x5TW1XOeEcR2+sW6jCQ6rdBR/vPvP6ua6OsaqtN2NqTvBXCuc047viFr5/uWlmvX3lNdHXO6Tz418SZ7C1H4bG/wATRD4Zen6oJ/FH1/RkmvRtqGqaDoJwkV/eB5XP9yEecVHu2wD6Zr0avPrpTN4+8KQofmjluLhsf3FhZT+sij8a9BrCvtFeX6v/ACLpfFJ+f6L/ADCiiiuU6AooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDk/H9q7eGhrFuha60aZb+MDqVXiRfxjLj8qWKWOeCOaFg8cihlYdCDyDXUuiyRtHIoZGBVgehBrzrQ1k0S9uPCF2TvsV8yyc/8ALa0Jwn4p9w/QH+Kuyk+aHL1X5f1+ZzT92d+/5/1+Rq3GnWF3dW91dWcM89sSYXkQMYyepXPQ8daNR0+11TTLjTr2PzLe4Qo6+x9PQ+hq1RVXenkOyd9Nzi/Bskmk+C7q8vnuL+X7bclpIoS8k+JTGG2r3IUGtD+1fFN7zp/huOzjPSTUrkI3/fEYY/mRTPC8W7TtZ0pndUg1G5jVkYqwV28wYI5GPMwPpUg0DWrbAsPF96EHRLyGKcD2zhW/MmuqTi5ycrfO/wChyxUlCKje1ulv1Ee88ZWI8640vTtRhHLJZzNFIo9hJ8rfmKzX1q20jx3qayxTzXOoWdrJb2cKb5ZWBlBAA/DJzgdzWi3habUD/wAVFrl1qcOf+PVFFvA3+8qfM30ZiPar1msdl8TdLdUVUu9OntRhehRkdR+W+lzQSfXR7aef6dhtT0e2q3+79e5o+G9D1QatJ4j18Rw3rw/Z7ezibctrGWDHLfxOSBkjgYAHqeuoory5zc3dndCCgrIKKKKgsKKparq+maHpz6lq97FZWcZAaaZtqqScDn61zf8AwtH4ef8AQ4aZ/wB/hWsaVSavGLfyMpVqcHaUkvmdjRXHf8LR+Hn/AEOGmf8Af4VJD8TPANxPHBD4s06SWRgiKJhliTgCq+r1v5H9zJ+sUf5196OtooorA3CiiigAooooAKKKKACiiigAooooAKKKKACuT8cafcNp9v4g0+Ey3+juZgi/emhIxLH75XkD+8q11lFXCbhJSRE488XE5G1ure+soby1kEsEyCSN16MpGQamrMm8L67odxO3heSzudOlkaUadds0ZhZjlhHIAcKTk7SvGeDjiqkviOTTD/xUmi32jJ3uJFEtuPrIhIX/AIFiu3lUvgd/z+45+fl+PT8vvItD/deKvFFvng3MNwB6BoEX+aGujrlbO6tl+IE0kE8c1vq9gkkMsbBld4mYMARx92RT+BrqqqruvRfkKls/V/mFcn40s7W6m8Pfa4zJF/aaxsoYrkPG64yCD3H5V1lc34qwZvDynGP7VibJ7bUdv6UUXaaCtrB/11JV8OyaefO8Pazf6VMOQhmaeBvZo5CRj6YPvXSeF/EFxq32vTtVt0ttXsConSMkxyI2dkqZ52thuDyCpHbNc9c+LfD9vL9nTUo7u66C2s/38rH0CJk1p+FdK1STWbvxPq8H2GS4gW1t7LILRxBi26QjjeSTwOFHuTU1U3Bup8u//BFBpTSp/Pt/wDsaKKK887Tz/wCMejapr3ws1DTNHspL28kkhKwx/eIEik/oK+WP+FTfEb/oUb7/AL5X/Gvp345XV1Z/CDU7izuJbeZZYMSROUYZlXuK+Qf+Ek8Rf9B7Uf8AwKk/xr67J1W+rv2bVr9U+y8z47OnR+sL2id7LZru/I6H/hU3xG/6FG+/75X/ABrQ0T4WfEK38RabcTeFL1IorqJ3YgYUBwSetcd/wkniL/oPaj/4FSf41paD4i8QP4m0pH1zUGVruIFTcuQRvHvXsTWJ5XrH7n/meNB4bmWkvvX+R97UUUV+cn6UFFFFABRRRQAUUUUAFFFcp4i8UT297/YPh6KO71plDSNJnybJD0eTHU+iDk+w5q4Qc3aJE5qCuzqJJY4U3yyLGvqxwKyrjxV4YtG23XiLTIW/uvdxg/lmuPj8I6VM32jW1bXL1uZLi/8A3mT7IflQegAFaUOj6RbKFt9Ls4QOgjgVcfkK6PZU1u2zLnqPokaEnxA8ExHDeKNPJ/2Zg38qib4ieEto+z6hLeMei2trLKT/AN8qaVY40+5Gq/QYp1Pkpdn9/wDwBXqd193/AASo/ja/uP8AkFeENSmHaS8eO1Q/mS3/AI7UDat48uuY49D0wHswluyPyMYq3cXdtaCI3MyxCaRYU3fxO3QfjU9XaK2j/X5CtJ7yf9fiZYvPiBG2f7U0Ccf3Tp8yH8/PP8qlXxV4mtBt1Twol5H3k0y7Vyf+AShP/QjV+sf+0bhvGg0mMr9mjsDcSjbzvaQKnP0V6aSlvFfl+RLXLtJ/n+ZxPjLUPCMQs77w/ojaJ4ka6XypbmF7KOI87mfjy3BHynrwetdZ4d8WWGu77NpYYNVt8C4tVmWTHGdyMDh0PUEfjg1U+IOnm68I3F9Hcvbz6Yr3kTIAcsqNjr9a8Xk0Szk+Ki6WzziLcG8xZCsgPlbshhyOa9KlShXpat6X8/6R59SpUoVfdSs7eX9M+la888X3janfGe30W213SPDge61COeQLE0pQhU6HcVUliPdc1l6tpU1t4dv2j17WcRW0jKpv5CMhSR3zXHeCYzJoX2CTW59NsdR1D7HcfvtsRV4iMsDwTnHJpUcOknUTvYqvXk2qbVrn1HpdtY2+nwtYWMFnFIiuI4Y1QDIz2Aq7UdvEsFrFCh3LGgUE9wBipK+fbuz2Vogooo7UhnG/E7XJ/D/w31TV7OG2uJ7cIVjuY/MQ5dRyvfrXzN/wvDxP/wBATw9/4Lx/jXtnj/4H6X4mSa98P3baRqD/ADNEWJtpj7r/AA/Uce1fL/ibwj4h8IakbHX9NktXOdknWOUeqsOD/P1r6zKqWEnT5W+aXnoz5LNquLp1FJLlj5ar8tDtP+F4eJ/+gJ4e/wDBeP8AGtXw38Y/EWpeLdH0+40fQUhubyGF2SwCsAzgEg54PNeMV6V4D+Dvirxk8V6YzpGlEhvtk6kFh/0zXq314HvXqV8PhKVNymkjycPicZVqKNNtn2luU9GBpa5Xwf4C0HwXZeXpscs90y4lvLl98r/j0UewxXVV8FNRUrQd19x+gQcnFOas/vCiiioLCiiigAoorlfE/iSezuE0HQlSbXLhNwLDMdpH082T9dq/xH2yauEHN8qInNQV2M8S+JLqK9Hh3w9tk1eVQ0szDdHYxn/lo/qx/hXv16A1V0rSrXSbQwW+6R3YyTTyHdJO56u57k03R9Ig0ezaKN3nnlcy3FzLzJcSHq7H1/kMAdK0a7NIrljt+Zgk2+aW/wCQUUUVJoFQWl5b30BntZBJHvaPcBj5lYqw/MGp65/wf/yLzf8AX5df+j3qkvdbIb95Ib41jb/hD7y6jXMlkUvEx1zE4f8AkproI3WSNZEOVYBgfUGqWtSWsXh/UZL5gtqLeTzSf7u05rm9CPjr/hG9Lhaz0m3ZLWJWaeaR3yEHJUKBn2z+NaqPNT9GZOXLU9V/X5nZ1zXhw/2hrOua6OYppxaQH1jhypI+rmT8hUV1perNaTXfiPxW1vZxIZJU06P7KgUDJJcln6ejCnxeB9Aht0jsm1GzjUfKLbUriMD8A+KaUIxab37L/hhNzlJNLbu/8rmB8U/ED2OlW+iWl5bRy6gxiuBIQSkRGCSOwPr7V4vZTQ/8JCZrrUJGAgkYXBmYMXELbPmzn72BjPtXqdh8J18Xa1r1zceI7pRZ3v2VGlTzZHAjVuWLdt2B9K0v+GerP/oZ5v8AwGH/AMVXqUcRhsPD2blr6PqeXWo4ivP2ijp69jxvTdUubi6kh1PVrtrZrefIe5fBbyn2A885bbx3qDT7iS2gWeK6izEzyfZp/nSQ/Ioyh+UnDP17A17X/wAM9Wf/AEM83/gMP/iqP+GerP8A6Geb/wABh/8AFVt/aGF/m/BmP1HE/wAv4o3vBXiAaRBpttJdLc6BqQRbWVX3iwnI5tyf7hPC56H5fSvU68P8H/D7UtN8a6noDauJtC024truRSuHnk270GOijcOTnnaK9wr57GKCqXg73/pfM93CObh7ytb+vuCuI8ZfEa08G6nb2Nx4f1jU2ni80SWFuJFUZIwSSOeK7eiuWnKMZXmrr7joqRlKNoOz+88i/wCF7aZ/0JPin/wCX/4qqGrfF7wxrumyadrHw68R3trJ96OWwUj6j5uD7ivbKK61Xw6d1T/8mf8AkcjoYhqzq/8Akq/zPlTQJfhjoOuy6qvw98XX53boILu0SSOD6Dd83/As16aPjrpaqFXwP4oAHAAsl4/8er16itKuMp1nepBv/t5/5GVLB1KK5ac0v+3V/meRf8L20z/oSfFP/gEv/wAVXovhnXovE3hy21qGxu7FJ92ILyPZIu1ivI59M1sUVy1Z0pK0IWfrc66VOtGV6k7r0sFFFFcx0hRRRQBzHifxLNpskWj6NCt3rl0uY0b7lunQyy+ijsOrHgdyMzR9Ij0m3kzM93eXD+bdXcv+snk/vH0HYAcAYApuj6OulxzTTTteajdt5l3dyfemf+ijoFHAFald+kFyx/4f/gHKk5Pml/wwUUUVJoFFFZOpWWuz3Im0vXIrNNoHkzWYmUnnnO5T+vamld6uxLdlormtXO+CyT4YUtncbq53Z9fPek2eOIfuzaJecfxRywZ/IvWZpFn490mzltls9AlV7iWcE3kw273L7f8AVdt2K3UPcauun6mDn76bT69PQva7/wATrXrLwynzW6bb3UD28tW/dxn/AHnH5KfWuorhtL0/x5pst9cvZ6DcXV9OZpZWvJhx0RAPK6KoAH4nvWoLfxteDbcahpekr3+yxPcufoz7QP8Avk05w2V1ZChPeVnd+QniyQ30Vp4YtzmfVJAJMf8ALO3UgysfqMIPdxVzUvFPh3R38m+1e3im7QK2+Q/RFy36VnL4E0ua+e/1W+1HVLqRBG7zXJRSoOdu2PaMZPTFblho2k6Um3TdNtrQesUQUn6kdaTdNJR1dv6/rQaVRty0V/n/AF95znhPxLfWba7JZ+FdVvBfag1zC8iLbIUMaKCTIQw5U9FNb76r47vf9WmjaNGfXzL2QD/yGoP51p0VnKUXLm5V+f8AwPwLjTklZyf5f8H8TFOm+Ipf3k/jjVRN/D5ENvHGp/3fLOfxJqWHxTrXh6RV8VLDe6YSF/tW1jKGH0M0eTgf7anA7gDmtWmyRxyxPFKgeNwVZWGQQeoNLmT0klb0sPktrFu/rch0K6tm+JPiu2W4jMzR2cqxhhuZPLI3Adx712FfOmjK0Fjr2uW9wY77QAhsrknkxxeYojb1VkUKR9D1FfRMbb4kcjBZQcelRi6Xs5Kz8vuSFhanPF3Xn97Y6iiiuI7AooooAKKKKACiiigAooooAKKKKAOXooortMQooooAKKKKACiiigAooooAK5/Tbu8tfFF/od9O06SL9tspH6+WWw8f/AWIx7MPSugrFu7G6m8ZaXfJHi2trW4V5Nw5ZzHhcdexP4VpC2qZlO+jXc2qKKa8iRxtJI6oijJZjgAVmaDqyNd1SWxto7TT4xPq983k2UH95/7x9EX7zHsBVdNbvdalNr4RsRqBB2vfzZS0i/4F1kPsmfciul8P+FYdHuJNSvLp9T1iddkt5KoG1euyNRwiew5Pck1btT1nv2/z7Gd3U0h9/wDl3OK8P+BLA+KNU0m7vbqaz02GxRrdWCx3TiPO6TjJywzjODnnNer1xWn6hDZ/EPxWsqudwtD8o/6ZGug/t6x7+YPqtZV3UqSTeui/JFUIwhF27v8ANmrRWYNe0w9Zyv1U1KusaY/S9iH1OP51zckux0XReoqKO6tpf9VcRv8A7rA1LUjCiiigAooooAKKKKACiiigDl6KKK7TEKKKKACiiigAooooAKa7pGjSSMERRksxwAK5TUPGDTXMmn+GbdNRuI22S3Tti2gPcFh99h/dX8SKzjocmpSLN4j1CTVmByIGHl26H2jHB+rFjW6oveen5mDq30gr/kbk/jfwrC5jXWobqUHHl2ga4fPpiME1D/wlV/dHGk+FdSuB2lutlrH/AOPHf/47Vu3hhgjCQwpEoGAEUAAVfj6U37NbK/q/8rBao95fcv8AO55J43+IfjbQ9Fa9hi0yyP257Axxhp2VljV9wdtoP3sfdrzW1+K2sGQy69p9t4gkDblF88nlL/2yVgh/Fa901vwLcazLcwyf2Zd2E12b1Ir2KXdFIUVGw0brkfL39ayF+DVu3/MM8Pf9+7r/AOPV61DEYSFO046+X9XPDxGGxs6l6ctPP+rHmGqfHb4g38P2e0vbXSIANoSwtwmB6AtuI/DFcLdeJvEd9dC6vNe1CedTuWR7lyVPtzxX0X/wpe3x/wAg3w9/37uv/j1Rt8HLdf8AmF+Hv+/d1/8AHq6aeNwVP4I2+SOOpl+OqfHO/wA2dN4cnmu9Z1C6uJDJNNY6dJI56sxt8k/nW/IKoaJo95pst5dahcW8txcCKNUto2SOKONAiKAxJPfJJrRkr5+bTlp5fkfT0k1D3v61KUg61UkFXJOpqrJ0qkWym/WhL++tz+4vJo/91yBSyVVetVruZmzb+LNagxunWcekig/qMGtuz8bwsQt9ZtH/ALcRyPyNcPRUSoU5dBqpJdT16z1Cz1CLzLO4WUdwOo+o6irVeS6S94mqwGw3eeWAAHcd8+1etV51al7N6M6qc+ZBRRRWBoFFFFAHL0UUV2mIUUUUAFFFVdQ1Cz0uxkvr+4WC3jHzO36AepPYDrQlfRCbtqyeaaK3heeeRYoo1LM7nAUDqSa8/wBS1a78WObe1MtnoHRpBlJL4eg7rH79W9h16vTdAvfFU8epeJLdrXR0YPbaS/3piORJcfzEfQdWyeB3rQwuoV4kZRxgqCKv2saL7v8AL/gmfJKquy/P/gHk1rDDbW6W9vEkUMYCqiLhVHoBV+M9K9AfSdMk+9Yw/ggH8qgbw/pLdLbb/uu3+NJ4mL3RfsmtjkIzVuNq6H/hHdP/AITKv0b/AOtR/YFqPuzSj64/wqXWiyuRmTG1Wkero0SMdLh/yp39kKP+Xg/981m5xY+VlQycVDI9aX9kj/n4P/fNIdHU/wDLw3/fNLmiOzMORqqSGulOhwnrO/5Cm/8ACP2Z+9LMfxH+FWqsUTys5GQ1VkNdyPDum/xLI31apF0HSV/5cwx/2mJ/rV+3ihezZ5vJUSwTzNthheQ+iqTXq0em6fFzHZQKfXyxmrKqqjCqAPQU/rVtkL2Xdnl9v4b1q4xtsmjHrIdv8627TwO5Ia+vAB/diGT+Z/wrtqKyliZvbQpUooo6fpNhpibbSAIx6ueWP41eoormbbd2a2sFFFFIYUUUUAcvRRRXaYhRTZJI4YmlmkWONBuZmOAB6k1hR65fa1mHwlprX4Y7f7QmBjtE993WTHogP1FUot6kSmo7l3VtZtdIij81ZJ7mdtlvaQLuluH/ALqr/M9B1JFWNE8LXVxfRa94q8uW+jO61sUO6Gy9/wDbk9X7dB6nQ8P+FbbRpZNQurhtS1idds17KMHH9xF6InsPxya6Ksp1Uly0/v8A8hxpuXvT+7/MKKKK5ToCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAi+zW//AD7x/wDfIo+zW/8Az7x/98iiitiCveaTpWoQfZ7/AEy0u4chvLnhV1yOhwRVxVVECIoVQMAAYAFFFVU/hx+ZnD+JL5fqLRRRXObhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k=) #### Mezclado del polvo con el disolvente 6.              Doble el precinto de rotura dentro del tubo del conector para vial (C1) hacia arriba y hacia abajo varias veces para romper el precinto. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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7.              Sostenga la bolsa de disolvente de manera que el vial esté por debajo de ella. Comprima la bolsa de disolvente varias veces para transferir suficiente cantidad de disolvente al vial. Asegúrese de no llenar completamente el vial para permitir la posterior transferencia de la suspensión a la bolsa de disolvente. Puede quedar cierta cantidad de disolvente en el interior de la bolsa. Remueva el vial lentamente para reducir al mínimo la formación abundante de espuma al mezclar el medicamento con el disolvente. Si hay mucha espuma, deje reposar el vial brevemente (varios minutos). El contenido del vial tiene que formar una suspensión homogénea. Esto puede llevar varios minutos. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 8. Invierta la bolsa de disolvente y sosténgala de forma que el vial esté por encima de ella. Sostenga el vial. Comprima la bolsa de disolvente varias veces hasta que el vial esté completamente vacío. Si queda polvo en el interior del vial, repita los pasos 7 y 8. Desde un punto de vista microbiológico, el medicamento se debe usar inmediatamente. Si el medicamento no se usa inmediatamente, consulte la sección 6.3 “Periodo de validez”. La suspensión no se debe instilar a temperatura de nevera con el fin de evitar que el paciente sienta la necesidad de orinar, lo cual acortaría el tiempo de exposición. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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#### Sondaje 9.              Sonde al paciente conforme a la normativa local y a las instrucciones de uso utilizando el catéter Luer-Lock (D) y el lubricante (D1) incluidos u otro catéter y/o lubricante adecuados. Vacíe la vejiga urinaria con el catéter. #### Conexión del catéter a la bolsa de disolvente 10.              Para mezclar los sedimentos que pueda haber, gire y remueva la bolsa antes de conectarla. No administre la suspensión a temperatura de nevera. Retire la tapa protectora del conector para catéter (C2). Conecte el catéter Luer-Lock del paciente (D) al conector para catéter (C2) de la bolsa de disolvente. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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        ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) #### Instilación 11.              Doble el precinto de rotura dentro del tubo del conector para catéter (C2) hacia arriba y hacia abajo varias veces para romper el precinto. Sostenga firmemente el catéter del paciente mientras lo hace. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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12.              Sostenga la bolsa de disolvente con el vial invertido por encima de la bolsa. Comprima la bolsa de disolvente suavemente con la otra mano para instilar lentamente el medicamento en la vejiga urinaria del paciente. Continúe comprimiendo la bolsa de disolvente hasta que esta y el vial estén vacíos. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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13.              Comprima la bolsa de disolvente para expulsar el aire restante para vaciar el catéter en la mayor medida posible. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Tras la instilación 14.              El cierre de la pinza de presión (C3) impide un reflujo de líquido al catéter y reduce al mínimo el riesgo de contaminación. De forma alternativa, puede mantener comprimida la bolsa de disolvente mientras realiza los pasos 15 y 16. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) 15.              Extraiga con cuidado el catéter de la vejiga sin desconectar la bolsa de disolvente del catéter. Evite la contaminación por salpicadura de gotículas. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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P/nj/wCPH/Gj+z7P/nj/AOPH/GiijmfcLIP7Ps/+eP8A48f8arroWlpq0erR2pS9RDH5qSMu5T2YA4Yemc47UUUc0u4cqfQ0qKKKkZ//2Q==) 16.              Elimine el producto conforme a los reglamentos nacionales utilizando la bolsa para desechables. El contenido del vial está previsto únicamente para un solo uso/una sola dosis. Se debe desechar la suspensión restante. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Instrucciones para los usuarios de Vejicur #### Componentes y aplicación del kit de instilación | #### Componentes principales del kit de instilación ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Componente principal | #### Descripción | #### A | Vial con polvo | #### B | Funda protectora | #### C | Bolsa de disolvente con solución de cloruro de sodio al 0,9 % (9 mg/ml) |        C1 | Conector para vial con tapa protectora y precinto de rotura |       C2 | Conector para catéter Luer-Lock con tapa protectora y precinto de rotura |       C3 | Pinza de presión |      C4 | Puerto de llenado sin función de aplicación | #### D | Catéter Luer-Lock |       D1 | Lubricante | #### E | Bolsa para desechables | #### F | Conector Luer-Lock a cónico | #### Conexión del vial a la bolsa de disolvente 1.              Prepare la bolsa para desechables (E) para la eliminación directa del kit tras la instilación para evitar una contaminación. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 2.              Retire la cápsula de cierre extraíble del vial (A) y desinfecte el tapón conforme a la normativa local. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 3.              Abra la funda protectora (B) de la bolsa de disolvente (C) y retire completamente la funda protectora. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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4.              Retire la tapa protectora del conector para vial (C1). ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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5.              Presione el conector sobre el vial hasta el tope. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) #### Mezclado del polvo con el disolvente 6.              Doble el precinto de rotura dentro del tubo del conector para vial (C1) hacia arriba y hacia abajo varias veces para romper el precinto. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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7.              Sostenga la bolsa de disolvente de manera que el vial esté por debajo de ella. Comprima la bolsa de disolvente varias veces para transferir suficiente cantidad de disolvente al vial. Asegúrese de no llenar completamente el vial para permitir la posterior transferencia de la suspensión a la bolsa de disolvente. Puede quedar cierta cantidad de disolvente en el interior de la bolsa. Remueva el vial lentamente para reducir al mínimo la formación abundante de espuma al mezclar el medicamento con el disolvente. Si hay mucha espuma, deje reposar el vial brevemente (varios minutos). El contenido del vial tiene que formar una suspensión homogénea. Esto puede llevar varios minutos. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 8.              Invierta la bolsa de disolvente y sosténgala de forma que el vial esté por encima de ella. Sostenga el vial. Comprima la bolsa de disolvente varias veces hasta que el vial esté completamente vacío. Si queda polvo en el interior del vial, repita los pasos 7 y 8. Desde un punto de vista microbiológico, el medicamento se debe usar inmediatamente. Si el medicamento no se usa inmediatamente, consulte la sección 6.3 “Periodo de validez”. La suspensión no se debe instilar a temperatura de nevera con el fin de evitar que el paciente sienta la necesidad de orinar, lo cual acortaría el tiempo de exposición. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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q0HaNmbw7qepHpqEs9yh9YyNqH8UVT+NeL65/wAhY/8AXGH/ANFLXs1x4XuItIltNK17UrdhCY4UeRXReMAEMp4r581a41201CaDVLcx3FuEhk3JjGFCrn6gfjXp4KKlOTizz8VPkjFSR3/gVNR1ee48N27Qi3liklJkYx7G27d25eT16dK5C5ga1u5rZ2VmidkLIcqSDjIPpWRZ+I9W09pHs5/IMyGN9mRvU9QeenFJcazfX1+8q28KSTNkRQR7VBPYKK9CNGUZuXRnE8TBxS6nunwn1K0tb+Ownk2TXlkPJyOHKzTErn1wc49AfSvZa8A+E2g+Idakt9Tv444NFt5I3jZkIeZo3dlCH0DscnvjHrXv9fMZgoqs7M93BNukrrQKKKK887QooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKhurq3sbOW8u5lhghUu8jnAUDuaNwG319a6bYTX19MsFvCpZ3boBXEEXfiO9j1TVongsom3Wenvxj0llHd/QdF+tBkufE99Fqd/C0OmQnfZWcgwXPaaQev91e3U89Neu2MfZ+v5HM3z+gUUUUFiM6pjcwXJwMnGT6UtY3iE/udOHc6hb4/77rZptaJk31sY3hqaaXRjFcStLNbTzW7M5yx2yEDJ+mK2a5KxuNYXWddXR9Pt7m0a8BEs9yYlD+UgcABGz8wP45q3cr4gNvJPqWr2elWkalpGtIy7hR1+d+B/wB81tKF5XvuZRnaNrbEuhn7VqWtaovMU9wIIm/vLEuwn/vvzK6PwP8A8iPpf/XNv/QjXLW/hZrCxS103xBqltHGMIpeOQD67kPevNE+JXxA8FxDw3Np9lJ9hyBJNbuS6lid2QwGOeOK09g8QnGm10+4xdZUGpVE+v37n0tRXzP/AML48bBA/wBg0raSQD5EmCR1/j9x+dKfjt43Upu0/ShvGVzbyfN24+ep/srEeX3h/adDz+49v1PUbSw+IejR3coi+1Wk8ETN0Ll4yFz2zg49+K6ivBvDN942+J2uxXep2dnaaVaYjmmSFlziRHKplj8+UHPYe9e81yYml7JqDeq3OqhV9qnJLToFFFFch0hRRRQAUUUUAFFFFABXiPg1PtH7UHje6k5eC1WJPYHyv8K9urw/w439l/tXeJrSRsLqNiJUz3IEZ/kGr0MJ8FVL+X9Uefi/jpN/zfoz3CiiivPPQOf8Xf8AIDg/7CFn/wClMddBXP8Ai7/kBwf9hCz/APSmOugrV/w16v8AQzXxv0X6hRRRWRoc/wCIP+Qx4Y/7CLf+k81dBXP+IP8AkMeGP+wi3/pPNXQVpP4Y/wBdWZw+KXr+iCsrxNAl14Q1m2kGUlspkb6GMitWsHxpfLpvgHX75iB5VjMRn12ED9cUU03NJdx1GlBt9jhP2e5ml+EcKMxPlXcyjPYZB/rXrNeXfAWze1+D+nu//LxNNMPpvI/pXqNdGOs8TUt3Zy4FNYWnfsjl6KKx5/DWkT3D3BhmilkbczQ3EkeT6/Kwqlbqau/QZq2B4h8PFun2iUD2byH/AKZp3iG7nSzi02xfbfag/kREdY1x88n/AAFcn64Heq8vhKxlkhc6jqoMD74/9OkOxsEZGST0JH40h8I2jXq3japqxnRDGrm8bIUkEgfXA/Kt04aa7eRi1U1038zbs7WGxsYLO2TZDAgjRfQAYFcv4g1zSm8QWOj3GoQQpbOt9cZYEnaf3cYA5JLfN9F9xWn/AMIvYSH/AEu61C8X+5PeSFfxAIB/GtC003TdNiK2Njb2q9T5UYXP5DmpTjF33KalJW2MlvEd5cEro/hy/vB2lnAtoz+L/Nj6Ka5DW/hvqfivWZNU1K9ttJMwUSRWu6YuB0yW2jP0Fel2t1b3tpHdWsqywyjcrr0IqaqhWlSd6as/6/rYmdGNVWqO6/r+tzzux+D3hO3Cm8a8v2X/AJ6zbF/JMfrmsfxH8H7dF/tDwrczQTx5JtZH3BwQQQrHlTgnrkfSvXKKtYyspc3MRLCUXHl5TF+Hms2dpomm+HJIhbgRkWcwyEucEl1weVkBzuU+hxnt6FXi9jfWWqaNNp2myrdahNqsktvFD8zQ4uSQ5I+4MAtk44Ne0Vx4qFp83e5vh5Xjbtb/AIYKKKK4zqCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiimSyxQQvNNIscUalmdjgKB1JNACXFxDa20tzcyrDDEpd3c4Cgckk1wkk0/iu9jvrqN4tFhYPa2rjBuGHSWQen91T9TzjBcXMni66WeRWj0CJg0ELDBvWHSRx/cH8Knr1Pateu2EPZ77/AJf8E5m+f0/MKKKKCwoorKuvD+m3d091Itwkz/eaG5kjz26KwFNW6ku/Qg8Rfd0k9hqMOfbkirOuai+m6W0luokvJmENtGf45W4UfQdT7A1Sm8KWsyJG2q6oI0kWVVN0X2spypy2TwRRL4Vinure5l1nVHltyxiJnX5SRgn7vXHH4mtlyaXexlaetluaek6eml6VBYoxcoMu56yOTlmPuSSfxrC8W6tp6G10G6voLb7a26dpJAuyFSC34two+p9Kvt4chmG261TU7iP+410yA/XZtJq3ZaHo+nEtZabbwuerrGN5+rdTSUoqXM3djcZOPKtEZz+KBM23R9G1DU/+miReVF/33IVB/DNcn4h8D654y1Jb+8NroR8ryWEUrXDumc4Iwq/rXo9tdW95D51rMssYZkyvZlJBH4EEVNVQquk7wVn/AF8vwJnSVVWm7r+vn+J5tZfB3w/FaxwajfXt8sbM4QOIlywAJ+UZ/hHftVTxF8IbWaGK58N301rdWoHlQzyGRDtO4AMfmXn6ivVKKtYyspc3MQ8HRa5eU5P4Y6lb6Dott4fvYDbmWZlW5J4a4z80Ug/hfI47MMYPavVK8Zmv9LmTxXp6zJcXlzdstvax/NK0ghjUEKORh169sZr2C0WZLGBLht0yxqJG9Wxz+tcmLj73P1Zthn7vItkTUUUVxHWFFFFABRRRQAUUUUAFeF/Fjf4T+LHg/wCICKVtS4srth0C5PP12M3/AHzXulct4/8ACkPjTwPf6G+BM6+Zbuf4JV5U/wBD7E114SrGlVTns9H6M5MXSlVpNQ+Jar1Wp06OkkayRsGRgGVh0INOryb4K+MJtT0KXwfreYde0HNu8Un3niU7Qfqv3T+B716zWVejKjUdOXQ0oVo1qaqR6nF/EzUrrSfBbahbae14Le6gmkAbbsVJFfceOmVA/HPavPP+Ghh/0Kx/8C//ALCvdZI45omilRZI3G1lYZBHoRXyd8QPCl/4Xvru0eG1ltpLk3Mc0K4aONyQqHjjkDA9j616eXxoVl7KrHXpqzgx0q1L95Tenod5/wANDD/oVj/4F/8A2FH/AA0MP+hWP/gX/wDYV5Knh/VNS0ywudN0uWZPKZXdQAGYSP788ED8Km1qyaPVNF0+DTWju1tYkmhKhTLJvbP1yMDNer9Rwl7cv4v/ADPN+t4q3M5fh/wD1jTfixdeMfGPh7T7Tw0yPFeGYgXG448p0J+6MAByfwr3OvM/hL4Xl0nTLzXL1LIz6q4mi+zJjyo+flBwMDPb2r0yvnsY6ftOWkrJHuYRVOTmqO7YV5F8fdcaz8Bw+HbQ7r/W7hIEjXqUBBbj67R+Neszzw2ttLc3EixQxKXd2OAqgZJNeC+FfO+K/wAZ5/GU0bf8I7oB8qxVxw7jlT9c/Mf+AirwUEpuvL4Ya/PovvM8dJuCoQ+Keny6v7j2bwto6+HvCGk6Iv8Ay52yRMfVgPmP4nNbFFFcMpOTcn1O6MVFKK6HL0UUV1mYUUUUAFFFRzTw28RluJkijXqzsFA/E0CMbRVFrrWuafF/qEnS4QdkMi5Zf++gW/4HW7WFH4j0Fp5f7Ndr+aRhv+wW7zlmxgZKAjoAOTVqN/FV9j7H4a+yI3SXUblY+PXYm8/gcVrNNu709TKMopWWvoaTMFUsxAA5JPasOOafxaWsdBkZdNLFLrVEOFABwyRH+JjyNw4X1zxXgPxk8Q+LLXxfeeFb7WRJaQJGzR2sfkoxZAxB5JbGccnt0Fe/fBP/AJI7ov1m/wDRz101sM8Ph44i977fde5x0cYsRiJYdK3Lv99iz8Qraz0r4dLb2sX2WyhubWMrCCMR+aox8vPtXGeDZ9P/AOFhaPHp7XCs/neYGEoBURN13cdcfpXovxC/5Emf/r7s/wD0qirn9L/5H7Rf+uVx/wCgrWFGf7iSf978joqx/fJry/M9Koooryz0AooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiq1/fW+m6fNfXRYQwrubYhdj7ADkmmlfRBexLcXEFpbSXN1MkMESlnkdsKoHUk1wt3dTeLpV3xyQeH0O5InG174jozDqsYPRTy3U8cFJYr7xHcpea5F5FlGwe30wkEAjo8pHDN3C9F9zzWvXXCCp69fyOdtz9PzCiiimUFFFFABRRRQAUUUUAFFFIzKilnYKB1JOBQBhWKi18Z6tbRcRXEEN2yjoshLox/EIv5VvVhv4i8ORXsnk3kdzdsoV1tEaeQgZwCIwTxk/nVhLrxBe86b4XuAh6S38q2yn/gPzP8A+O1rJN6vT10MYyitE7+hqViyX91rFzJpPhsiWcN5dxe4zDZ+uT0Z/RB364FeMfGbxJ4y0fUU0KbVYreGVSZI7FSoI2qcFz8x+97D2r1H9n3/AJJDb/8AX3N/6FXTUwzo4dYhu99jjhjFVxLw0Va27Og8V6baeHfhXqFvpoa3SGNN8yEiRh5i73ZhySRuJPua880W80//AIS7QV0+8uTK98ilTLKQy4OQdxwa9X8e/wDJOtf/AOvKT+Vcf/zG/Dn/AGEE/wDRb1jh5/unfrf8jetD31bpb8z1SiiivKPRCiiigAooooAKKKKACiiigDxz4n+BNXg1qH4j+Bcxa7Y/Nc26D/j6QdTjuccEdx7jnqvh58SNH8e6UDCy2urQr/pVix+ZD0LL6rnv2713NeUeOvhBBrOqf8JR4RvToPiONvM8yMkRzt6nH3SfUde4NejTq060FSruzW0u3k/L8jzqlKpRm61BXT3j3815/mer187/ABMu9Q13RdV1s2KxWlvef2aWWQE7opXAJHXkMK0rH4veKPBlxHpHxS8NzxsDtXUrVQVk98D5T6/KR9KsQaf8NvGUV1DY/EK4FpfXLXb2DXCxASMdx+RwDnNdOHoSw0/aTV1pqtV+BjVxEMTH2cHZ9no/xOC0Dxrp3h/wpY2txby3EmZMrAVJX5yeQSMdajvLxda+KWjyacq3DO0SKqSKctuPGegrjfGMNj4b8X3+j28jzwQSFY5MgllBI5I+lekfDbwj4a1Lw0virVfEkmjXMFziJ1nSLZhVYH5u/wA1e1UjTpQ9v/N+p5NOrOrL2Gnu/oezfD69um0u80O8tkhm0WYWjFH3BzsDk9PVsV2EsscELzTSLHGgLM7HAUDqSa8SX4ofD/wFDfQaVq994r1O9n86Qp8xd8BRl8Adu2azzofxP+L0qN4jY+FfCzEMLRB+8mHuOCfq2B3ArwJ4Ryk6lT3I93+i3Z7McZGMVTp+/Lsunq9kN8WeK9W+LfiA+AvArMuiow/tHU8Hay5/D5eDx1Y+1e1+GvDum+FfDtroelReXbW64yfvO3dj7k03w14Y0Xwlosek6HZrbW6cserSN3Zj1JrZrnxFeMoqlSVoL72+7/rQ3w+HlGTq1Xeb+5LsvL8woooriO05eiiiu0xCqF9qtvYyx2qpJdXs3+ptIF3SSe+Ow9WOAPWorm+u7rUDo2hxrPf4BllfmK0U/wATnufRep9hzXS6HoFnocD+WWuLybDXF3LzJM3qfQegHAok1BXl9xGsnaJhweHte1QB9YvxpduetpYtmQj0aY9P+AAezVqW/gvwrbyLKuh20sq9JJ185/rufJrforB1pvZ29DRUo9VcyZvEOgWOoJpM2pW8F1lUWDOCM9Bj8q1q8J8Xf8loh/6+Lb/2Wvdq0r0VTjCSe6uKnUcnJdj5Z+LuhaTqHxQ1K6v7p7aR5oIV287/ANxGQvt3r234TQR2vwzsLeIERxTXCrnngTPXhnxlmuB8UL9Ao8uGaG5VvdYI8g/gRXufwmaV/hlp7TACUy3BYDoD5z5r18bzfUad32/I8jCKP1ypZWev5mn46iM/hF4Q20veWS59P9KirNTSJdO8c6FJJMr70uRhR/sCtjxj/wAi4v8A1/2P/pXFRqn/ACOfh3/duf8A0AV5NOTULf4vyPTmvfv/AIfzOgooorkOoKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqC8/48pf92p6gvP+PKX/AHaa3A56iiiuwxCiiigAooooAKKKKACqeoanZ6bGjXMh3yNtiijUvJK3oqjkmob7UpI7qPTdNt/tuqTDMcAOFRf78h/hQevfoMmtzQvDcOlu1/eSfbtWmGJbtlxgf3EH8KD079Tk021FXkRdydomRBpPiXVwHupl0G1PPlx7Zblh7k5RPwDfUVox+BfCykNcaWt9IOS97I1wSfX5yRXSUVzutN7O3oaKlHrr6kUFvb2sIhtYI4Il6JGoVR+AqWiisTU8Z+JXgfwt4mvdR1XxHrj6L9iuIYluQAy4eNPlK+p7HtXb/D/QLHwvoV5oOmtI1raXjKjSNlmyiMST9Sa8w+N19fx293pMcURsr28iaSVgS6ukcbKBzjBG78q9M+HGpXuseF5NU1CCOC5u5xM0cYIVd0UZA5JPTFevW9p9Ui3L3e33f8E8ij7P63K0fe7/AH/8Av8Ajwbvh5ry+tnIP0rB1DR5dO1PwzNJMrhtTjQBR/0ykP8ASt/x1/yT/Xf+vST+VQ+J/wDj48K/9haP/wBEy1yUpNRS9fyR2VV7zfp+bOoooorjOsKKKKACiiigAooooAKKKKACiiigCG6tba9tntry3juIHGGjlUMrfUGvPdY+CPw51d2l/sQ2MrdXs5WjH/fOSv6Vo+K/ip4L8Hs0Go6mJ70f8ulqPNkz6HHC/iRXCD4vePvETf8AFF/Ded4D925vN21h/wCOj/x416WHo4pLnptxXe9kebiK2Eb5KiUn2td/8AdN+zV4Pkk3RaxqsK/3Q0Z/mtXbL9nTwHbMrXU2o3uOoeYKD/3yBVNb79oy6YyLpGj2a9ldozn/AMfJpv8AwlPx+0lBJqPgmx1GNfvCBgWP02Of5V2ueMasq6/8CRwqGDTu6D/8BZ6doPgXwj4Yw2h6Ba2kg/5a7d8n/fbZP610fQZPSvGdM+PulRXYsPGXh/UPDl10JkjLoPrwGx+BqfxH4ib4ia9F4R8K6sV0KO3+2avqNmdzGP8AhhQjucc9/wAiDwzwmIc71r+r1/HqehDF4dQtRs/Jafh0Ol1f4s+CdIv20/8AtKTUb1SQYNPha4YEdsqMfrVew+Mfgi7u47O8urvR55PupqVq0AP/AAI/L+tcz8LfiJ4Dn1i58I6Lo6aCEfbZtJw12B13E8h854JNaHxa+I/hPw5BFoOqaVBr9zOymazfBEUZ6sTzhsdB1+lbfVY+1VD2cr+q+/a34/Mx+tv2Tr+0jb0f3b3/AA+R6tHJHNEssUiyRuNyspyCPUGnV4v4V1BvBHiHRbOznuJvBPidQdOF0CHsJyMiLnna3b/OfaK4K9H2Uu6e39dzvo1vax2s1v8A12OXrIE19r93Jp2gyeVBG2y51LGVi9Uj7O/6L3yeKdaWeoeKiGIn03Qj/HzHPeD/AGe8ae/3j2wOT29ra21jaRWlnbpb28S7UjjXaqj0ArWU1T83+QknP0K+k6TY6LYLZWEOyMEszMdzyMerMx5Yn1NXqKK4223dm6SSsgpk0qwQSTOGKopYhVLHA9AOtPopDPnjxJrWnXvxPj1e3nLWazQszlSMBcZ4PPY175p2o2uq2Ed9Zs7QSfcZkK7h64PauY1D4daDqPieLWpIyi53TW6jCTN2J/r612KqsaKiKFVRgADAAruxNWnUjBQ6I5qUJRlJy6nzj8S9Nj1D4i6tvfZ5cseeM7gbeLI/QV618Lv+SeWn/Xxc/wDo96808df8lE1z/rpF/wCk8Vel/C7/AJJ5af8AXxc/+j3rtxTf1SC9PyOTDpLESfr+Zq+Mf+RcX/r/ALH/ANK4qNU/5HPw7/u3P/oAo8Y/8i4v/X/Y/wDpXFRqn/I5+Hf925/9AFebD4V/29+R2T+J/wDbv5nQUUUVzHQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVXvf8Ajyl+lWKr3v8Ax5S/SnHdCZz9FFFdhkFFFFABRRSMyohd2CqoySTgAUALWVPeXl/fto+gost2uPPuHGYrQHu3q/onX1wKbb/2h4ocw6RI9npQO2XUsYaUd1gz1/3+npnt2em6ZY6RYJY6fbiGFOcDkse7MepJ7k8miUlT33/rf/IhXntt/WxW0TQrPQ7V44C81xMd9xcy8yTt6sf5AcDtWrRRXG25O7OhJJWQUUUUhhRRRQBwHiXwjF4z/tnTXuvsrx3kMyS7N+0+QFPGR2Y10Xhu3js11O0hXbFDd+Wo9AIowKm03/kPa5/12i/9FLRov/H1rX/X+3/ouOuqU5OPI3okv0OWMIqSlbVt/qVPHX/JP9d/69JP5VD4n/4+PCv/AGFo/wD0TLU3jr/kn+u/9ekn8qh8T/8AHx4V/wCwtH/6Jlop7R+f5IKm8vl+bOoooorlOoKKK5+fxhocN1LbRyXF28TbZDaW0kyK3dSygjI7jPFVGMpfCrkuSW7OgoqppupWerafHfWMvmQPkAkFSCDggg8ggggg1bpNNOzGnfVBRRRSGFFFHQUAQXl5a6fYzX19cJb20CGSSWRsKijqSa8I1Dxj4z+LOrz6D8PhJpXh+Jtlzq0mVaQd8HqM9lHJ74pniW/1L4yfEFvBeh3Mlv4W0t92oXUfSZgcEA9D6KPYntXuGiaJpnh3RrfSNItUtrS3XaqKOvqSe5Pc16iUcJFSmr1HsnsvN+fkeW3PGScYO1Nbtby8l5eZwOg/C/wJ8PtLbV9Rg/tK7iw0l7dp5rFiQPkQZ5JOAACeeprqB420cAAWOsgDsNIuf/jdT+L/APkBwf8AYQs//SmOugrmnVdRe0qttvzOqFJU/wB3SSSXkcz/AMJvpH/PlrP/AIKLr/43R/wm+kf8+Ws/+Ci6/wDjddNRWN6f8r+//gGtqndfd/wTkLnU/CHiuSLRNW0qacXOVjTUdNliViAWIVpEAzgE8HPFcn8GtI07RdT8dWVhAIVg1gwKmSSsar8gyee7V2/if/kKeF/+woP/AERLXEa/LN8PfiVdeI5DJF4c8SxpBe3Ma5+xXKrtSUjpg5/PP491L3qcqMG/eWiv1T/yOKquWpGtNL3XZu3Rr/M8w/aA0vwrpPim11DRLr7Nr8zeZdW9v91e4kJH3WJ7d+v1wvg/p/h3xR8SGm8aag9xfE+bbw3Jyt3Ln+Nj1I/u9/0r0jwX8EXm8Z3fibxdqkOu2gm861dX8wXmeRI/t7eo9Ot/4nfBUa5qcXiLwg8OnaiZFNwhby4zz/rQR0YdT649evsxxlGNNYT2jva3N28vQ8SWDryqPF+zW9+Xv59rnSfGxY4/hzFcJhLi21G1ktiOquJABj8Ca9LXJUFuDjmvF4WuPHninQfDMGoPq+jeF3jutT1UgBLy6T7qKRwfU/j+PtNeBXXs6cKb3V399rflf5n0FB89SdRbOy+69/zt8goooriO0KKKKACuStdR8Wa1JeNp7aTYW8F3NagzJJPIfLcruIBQDOM9T1rra5vQG+yeJPEelP8AKzXKX0Q9Y5EAJH/A0etobSdtUZT3SuL/AGDr1xze+Mbxf9myt4YV/wDHlc/rR/wiUL/8fGva7MfX+0ZI/wD0DbXQSzRQRmSaVIkHVnYAD8TWTL4r8LwkibxFpsZAyQ10gwPzpqdR/D+C/wAhOFNfF+LPBfGWi29v481mBbvUHVJIsNJeyuxzBGeWLZPXvXffDvwnYX/gW2nm1HWEJnuBsi1SeNBiZx90PiuD8aa7otz481m4ttVtJ4Xki2vHMrBsQRg4IPqCK774c+MvC9h4Ht7W71qCKZZ7glDkkAzOR0Hoa9rEe1+rR5b30/I8uj7H2zvbr+Zf8UeDNNtNDSaPUNZZhe2a4k1S4Yc3MYPBfrzwex5qbU/CmmDxboETXGpuHFwSz6lcM3CDHJfI/CovFPjnwrdaKtvb6wkkn22zbiN8YW5jY84x0BqTVfGfhgeK9BnGrxNHGLgMVVm25QY6CuCPt+VXv9rv2OmXsOZ2t9nt3N//AIRDSf8Anvqn/g0uf/jlR/8ACEaD/wBRD/wZXH/xdN/4T7wj/wBBlP8Av2//AMTViz8Y+GL65jtrbWbdppW2IjEoXPoNwGTXN/tC7/idH7h9vwMfXdJn8P6Q+oaPr2qxTLJFHHDPdG4jYvIqgESBjjnsRXbVzni397Do1l3udUtxj2RjKf8A0XXR1E23FN76lwSUmltoFFFFYmwUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVXvv+PGX6f1qxVa+/48ZfoP5047oTMCiiiuwyCiqN/qtpp5jjkLy3MvEVtCu+WU/7Kjk/XoO9LbeHtW1v97r0radYnldPtpMSOP8AprIP/QU/M07WV5aIi+to6srvq0l1dvYaDaHU7tTtdlbbBAf+mknIH+6Mt7Vo23g5bphceJbxtSk6/ZUylqnts/j/AOBk/QV0tnZ2mn2kdpY20VtbxjCxxKFVfwFT1jKs9oafmWqd/j1/IREWNFjjUKijAUDAApaKK5zYKKKKACuMsNGj1HW9fivtS1bzbe9+QRanPGojeNHUBVcAAbiOB2rs6563/wBF+IV9GeFvrGKZfdo3ZW/R462ptpSt2MqiTav3F/4RHT/+glrf/g3uf/jlH/CI6f8A9BLW/wDwb3P/AMcrSvNY0nTpFj1DU7W0dhlVmmVCR9Caq/8ACU+Gv+hg07/wKT/GmpVXs2LkpLojC0/wrYtresodQ1kBJYwCNVuQT+6U8nfz+NGkeFbGS51cHUNZGy9KjbqtyM/u064fk+9LY+MfCcOu60ZfE2lxhpo9u67jGcRKD39aTSPGfhGO51cyeKNKQPellJvIxuHloMjn2NdD9trvsu/kcy9jdbbvt5lXxl4XsbfwPrM66hrDslq7BZNUuHU8dwXwR9aXxP4fsRJ4ZRbnUh5mqRqT/aVwSB5Mp4y/B46jmk8ZeMPCd14H1m3tvE2lzTSWrqkaXcbMxx0AB5o8T+JvDvmeGZP7dsNkWqRvI32hcIvkyjJ54GSPzqoe2tG9+vfsiZ+xvK1unbuzf/4RHT/+glrf/g3uf/jlH/CI6f8A9BLW/wDwb3P/AMcqdfFfhhlDL4i01lIyCLpMEfnU9tr2h3lwtvZ6xZXEzfdjjnVmP0ANcvNWXc6+Wk+iOU8XeH7bT/B+pXVrquspceX5cTNq1yQHchF4L88sKv2lrBZWcVrbQpDFGoVURcAfhU3jU+ZYaZY4z9q1GAEeoQmU/wDouit4yk6a5mZ8sVN8qIvCZ8nW/ENkvEXnRXKr6F0w35lCfqTXW1yHh1hF4z1qF/vzW1vMnuoLqR+Bx/31XX1hX+P7vyNaXw/f+YUUUVgahXm/xm8Wy+F/h/LFYyEanqjfY7cKfmG4fMw+g4z6kV6RXhfi9f8AhLP2lvDfh9hvs9GgF5Kh6b/v8/lGK7cFCMqvNPaKbfyOHGzlGlyw3k0l8zvvhf4Ni8FeBLOwaMC/uFFxeP3MrAZGfRen4e9dtRRXNUqSqTc5bs6qdONKChHZHP8Ai7/kBwf9hCz/APSmOugrn/F//IDg/wCwhZ/+lMddBTf8Ner/AEBfG/RfqFFFFZGhzfif/kKeF/8AsKD/ANES1u3lnaahZS2V9bR3NtMu2SKVQysPQg1heJ/+Qp4X/wCwoP8A0RLXSVrJ2jFr+tTKOspf10R5l/wqu80aZ38D+NNT0C3dtxsnxcW6n/ZVvu/rXnXj608WaH4p8O6f438Y32qeGNTlEVybbFqqnOCG29RyDz2B9K+kq83+N2hrrXwo1J1TM+nlbyIjqNp+b/x0tXoYTFSdaKqa30vZX16330PPxeFiqMnT0tra7tp0ttqdxo+jaVoOlQ6Zo1lFZ2cQ+WOJcD6n1Pua0K5T4c603iD4a6DqkjbppLVUlPq6/Kx/Na6uvOqqUZyjLdM9GlKMoRlHZoKKKp6rqEWk6Ne6pOrNFaQvO4XqQoycflUJNuyLbsrsuUVXsb211HT7e/splmtriMSRyL0ZSMg1Yoatox3uFc54itbq1urXxNpkLTXNiClxAn3ri2PLqB3YEBl9wR/FXR1y/iy+uG+y6BYzNFcahuM0iHDRW643sD2JJVQe27PatKV+dWM6nwmTJNoGreNLa91UQalpuoWsY0ySbEkKSgsWTaeBIwKkEjJ2kdq7SLTtPgXbDYW8Q9EiUfyFecav4W8HR6QxvrCCxt4wo86DMLgj7vK4JOcY6nOKl8P+KPElqX09tHvtasUUfZr+5C20mP7sgfBbj+ILz3HeuudLnjem9u+n/AOaE+SVprftqavjHS/DUM+lXd3oOnT3N7qdvatLJaRu7hjtwSRkjArrrPT9P061W10+xt7S3XO2KCJUQZOTgAY6nNec+JLLxR4pk0h5G07SV02+jvlVWe4LsmcKeEGOe1ar22vXf/IQ8TXIX/nnZRpbr+eGb/x6plBuEYuQ4ytOTUf6/M7C+0+y1KxexvrZJ7ZypaNuhIYMD+BAP4VTs/DeiafereWenxxXCKVWTJJUHrjJrlv7At87hqOqiT+//aM2R/49j9KsQ33ibSDxMuvWg/5ZzbYrlR7OMK30IH1qPZu1oy/Q05tbyj+p29c340Al0K3tduXub+1iT1B85SSPcAE/hV7SPEOma0HjtZilzGP3trMuyWL/AHlPP4jg+tZ+uOk3i7w/aSMqw23n6jIWPACJsBP4y5/Cs6cXGpr01+7UqbUoaddB2p/6T470C06rbRXF6w9woiX/ANGN+VdJXMeG/M1XUb3xVKpWK8VYLFSMEW6EkP8A8DYlvptrp6mppaPYdPW8u4UUVl3mu2Njrum6LJJm91DeYox1CopLMfboPxrNJy2NG0tzUooopDCiiigAooooAKKKKACiiigAooooAKrX3/HjL9B/OrNVtQ/48Jfw/mKcd0JnOyyxQQvNNIscSAszucBR6k1nWx1rxCAdIi/s/T2/5iFynzSD1ijPX/ebA9AaNNsf+EsvRd3C50C2f90h6X0in7x/6ZqRwP4iM9AM950GB0rrnNU9Ov5GEU569PzMnR/D2m6KHkto2lupf9bdztvml+rHt7DAHYVrUUVyuTk7s3SSVkFFFFSMKKKKACiiigArntY/ceLvDl0P+WjXFof+BR+YP1iFdDXEeL/E3h+CC3UazaG+sb63m8oSAsoEgV846fIz1tRi5Ssl/TMqslGN2y94Ns7Wfw3a6xcQpNqGooLi6mkUM5c9Vz6L90DoAK6T7Lbf8+8X/fArnvBd1ay6Ve2dpPHPFZ30yI8bblKO3mpgj/ZkA/Cumoq352FK3IjHufDOi3d291Lausr43GGeSINgYGQjAVZstH0zT4GhtbRVVmLsXJkZie5ZiSeg71foqOeTVrlKEU7pFO80rTr+ymsruyilt5lKSIVxuB6jis2Hwf4dguoLlLBnlgbfGZZ5JAjYIyAzEZwT+db1FCnJKyYOEW7tEX2W2/594v8AvgVT1LRdM1Swe1urWPaeVkVQrxN2ZW6qw6gitGs/XLo2XhzUrxesNtJIPqFJoi5cysxytZ3OK+3T6rB4Ka6k82ZoJbx3xjftjEYb2z5ma3a5O51XTNC8U6NpN/OLf7NocaIzKdq5YBsnov3F61u2Os6bqc0kWn3QuTGMs0akoPbdjBPtmu+UXZNLT/gs5Kclqm9f+ANkkFn4x0K86LM0ti5/313rn/gUYH413NcB4l3r4euLqJS0tmUvEA65iYP/AOy4/Gu8ikSaFJo2DI6hlYdCD0rmrLSMvl/X3m9PSTXz/r7h9FFFcxsFeI+D1+1ftReNbqU5a3tViT2B8r/D9a9urxDwyx039qvxTZynA1CyEsee5AjOPy3flXoYT4Ktv5f1R5+L+Olf+b9Ge30UUV556BzfjT/kCWf/AGE7L/0oSukrl/HUqw+HbeZs7Y9Qs2OPQXCGobf4jeF5h893LAf+mkTf0zXSqc5004q+r/Qw5oxqO76L9TrqKwF8Z+F2XcNagx75H9Kim8deFYeurI59ERm/kKz9lU/lf3GnPHuHif8A5Cnhf/sKD/0RLXSV55eeLNJ8QeIfDtrpxlZotRDszptGPJlFeh1VWMoKKkrf8ORTak5Nd/0QVk+J7eO78Ha1ayDKS2MyH6GMitasLxjerp3gTXr1iB5NjMwz67Dj9cVFO7mrdy6luR3OE/Z9nab4RwIzZ8q6mQewyD/WvWK8s+Ado9r8ILF3/wCXieaVfpux/SvU66Mdb6zUt3Zy4G/1Wnfsgr5e+OXjjxVpXjy+8PafrEsGlzWaK9uqrhg6kN2zzX1DXx1+0F/yV64/69Yf5Gu7JoRnibSV9P8AI4c6nKGGvB21O+/Z38eefbyeB9SmzJEDNYlj1Xq0f4dR+PpX0PX59eF21hfF2lNoG46p9pT7OF7vnj8PX2zX6BQ+b5Efn7RLtG/b03Y5x7Vec4eNKspx+10/ruRkuJlWoOEvs6X8v+APribw7/iLfeZw0enW6xg+hklLEfiAPwFdtXHeO4Y4rO01Gz3prgk+z2LIAfNZgWMb5IBjwpJ9NuRzXk0Pi5e57FX4ebsZd+i3fi/SrSYjyYIZbxUP8UilUU/gHY/Uj0rdrkpbq41V4I/LTT/E2mnzltpG+SZSMMFb+KNvXqCBkZGK1rHxDp95OLOZjY6h/FZ3HySA/wCznhx7rkV2ShKy8jGM1d+Zr0UUVibBRVTU7+LS9JutRnUtHbxtIVHVsDoPc9KtKcqCRgkdD2p20uK+tilf6TZajseeNlni5jniYpLGf9lhyK5vUtL8SPqyzXtwdb02SNLedY9sVy0KszFOSFbcSu4/KSFxjnNdlRVxqOJnOnGRc0nxLpOpTjT4RLZ3irkWlzEYn2j+7nhgP9kkVuVxWpabDqVuscjNFLGwkhnjOHhcdGU+v6HoeK0PD/iCae5Oia1ti1aNSyuowl3GP+Wieh9V6j6YNc86StzQNYzafLI3ry8t9PsLi+vJRDb28bSySN0VQMk/lXxP4o+Juvat8Sbjxbpd7JZPHugs9uCYoeQBg8ZIJJ9zX0H+0E2uL8MGGlD/AEM3Ci/K/eEXOP8AgO7Gfw96+Pq+jyXCwdOVaWt9P69T5fPMXNVI0Y6W1/r0Ptv4Oa7q3iP4ZWeqa1ePeXjzSq0rgAkByB0r0KvLPgD/AMkdsP8Ar4n/APQzXqdfPYxKOImorS7Po8HJyw9OUnd2X5BRRRXIdYUUUUAFFFFABRRRQAUUUUAFUdW02PWNLl06aaWGGbAkMRwzLkErntkceuDV6imm07oTV1ZjIYYreCOCCNYoo1CoijAUDoAKfRRSGFFFFABRRRQAUUUUAFFFFAHLeLby4lksvD9nO8D3+97iWM4dIExuwexYsq59CSOlQ2tlaWVqlraW8cMKDCoi4AqHxA/9m+M4NQvDts7y1FrHMfuxSKzNtPpuB4PqmO4qxb3VteQie0uI7iI9HicMD+IruStBW2ObeTvuUdDii0Dxm1vbRhLPXd0jIOAlwi5JH+8gOfdM9zXd15yupWt58RNBsLdjL9llmkllTlEk8hwsZP8AeKlzjtt56ivRqyxCd03u0VRa1S2TCiiiuY3CiiigArA8ZHPg++gBwbrZaj/to6x/+zVv1z/ij94ujWuM+fqcHH+4TJ/7JWlL40Z1PgZyF+in4qtfdVAOmcjjiFJsfzrpwABgDA9q5++Rv7E1HxAgz9i1yS6fHeNf3Dn8EBP/AAGugBBAI5Brtk7peWn3HPT0b89fvEZVdGR1DKwwQe4qbwPMzeDrO2kYmWxL2T56/unKD81AP41FVTQrgaZ4uvdOm+WLVsXVuexlRAsifXaqMPX5vSs5Lmg18zTaSfyOzoooriOgK8L+KRPhL4yeD/HYG20lP2K6bsBkgn/vlz/3zXulcj8RvCUfjTwJf6NgfatvnWrH+GVQdv58j6GuzB1Y06q5/hej9GceMpSqUnyfEtV6rU61WV1DKQykZBHcUteWfBfxo+veGG8O6qTHruh/6NPFJ95kX5Vb6j7p9x716nWNalKjUdOXQ2o1Y1qaqR6nD/FO+bTvArXf2OW6SO6gkfyyPkCyBsn24x+Ir50bxXbbjizkA/3hX1/PBDdW8lvcxLNDIpV0cZVgeoIr5G8deF7vwvqlzYT2sAQ3DXEUsHOIXJCq3937vAPoa9nK505J0pLU8vMVUg1Ui9CD/hK7f/n0k/76FH/CV2//AD6Sf99CufXT764giltdPupkKnLxwswJ3HuBilurWVbi2thZzpMyKGiMTK7HPOARk17vs6Z5Ht6u9z0PwP4lW58caPbwaZPPIboPhCM42OD+A3ZPspr6gryv4QeFG02wvPEN5Z2ccupOJLXyPmMURz8oPYe3tzXqlfKZhUhOtaC20Po8FCcad5vcK8m+PmuHT/h2NFtzuvdZnS2jQdSoILf0H416vJIkMTyyuEjQFmZjgADqa8C0Iv8AFr44P4l2lvDXhs7LUkfLLIDlT+J+b6BaWBglP20vhhr8+i+bJx024exj8U9Pl1fyR7J4R0UeHfBej6LjDWlqkb47vj5j+ea26KK4ZScpOT6ndGKjFRXQK+V/jt4Q8T6j8Qr3W7HQ7u402KzjL3KR5RQqndk+1fVFUtW06PV9EvtKmcxx3kLwMy9QGBBP6114LFPC1faJeRx43CrFUvZt26ngP7O/gPakvjnUoeW3Q2CsO3R5P/ZR+NfRdVtPsbXS9NttOsYRDbW0axRxr0VQMCrNTi8TLE1XUfy9C8Jho4aiqUfn6hXHa+3n+OdKt2+5bWc9wo/2yyID+A3D/gVdjWB4k0afUYre/wBOdI9TsSXhL8LKpHzRMeytgc9iAe1ZUWlLU3qJuOhlX+l6fqkKxahZx3Kody715U+oPUH6Vj3ngjw9fW5t7iG7aI/wG9mKj6Avj9Kv6Jr2n69aNLZzKZYmMc8O4FonHBBx156EcHtWrXXzVKbtdqxhy06ivZO5y9r4Lt9OULpmu6zaIowqC68xR+DhqszaDq0sLRjxhqaZ6FYrcEflHW/RT9rJ6vUPZRWi0OLGiWOnjyfFsdxq1hIyg6kLydWgbPyl495AGcfOvTuABmugvrbWfDMT3NxM2saRH8zzFQtxbL6sBxIo9QAQOxq/dQwXFnNBdIrwSIVkVuhUjnP4VpeEZJp/BGiy3DM8r2cRZn6t8o5PvUzqu3M9f66dvkKNNJ8q0/r8TKiv7GdY2gvIJVl4QpIDv78etWKxNW0HTvDfixPENrY26W2pSCG4cRKGt5SAqOCBkK2ApHqQe5rbpPlsnHZlxb1UtwqlqWmw6lbLHIzRSxsJIZ4zh4ZB0dT6j8j0PFXaKSdtUU0mrMi03UU1u1u/CniaGNr14GRxjCXsJG0yKO3Xleqn2INfI3ij4c67ovxEuvCen2M9/KczWgjXLTQ8kN+ABB9wa+sdS06LUYEVnaGeFvMguI+HhkHRl/w6EcGq9jLZ6l4q0mTxBGtp4j00SLBMoxHexspVth9ehKdQR3BzXdhMVLCuUoLRrbz6P0PMxuDjilGM3Zp7+XVFf4L6PqmhfC2z07WLGWxu0mmZoZl2sAXJHFei0UV5Fao6tSVR9Xc9WjTVKnGmuisFFFFZGoUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAVdR0+z1bTptP1CETW0y7XQ8fiCOQR1BHSvNNR8N2GgTmXX9Ktr/TjwNVEKq8Y7CcKOR/t9PUDrXqtcBfxx+KNfvfty+fpNhJ9mgt2P7uWQD947D+LB+UZ4G0nvXXhpSTavoc1aKdtNTFhax0fXUhsVhjtVvbS/t0gwFAf/RZQAPZ4z/wKvWa8+k8KeGZV2voNiOcgrAqkH2IGaiu1vPDNm+r6Vf3jW9mDNPZTztNHLEB8wG8kqQMkYIGRzWtSKq2s9SIOVK7a0O3tdSFxrOoaaYdjWaxNu3Z3q4JBx25Uj8Kv15tb+PfDa+OLi6juJvJu9PiX/Un7ySP/AEkroB4+8OH/AJbzf9+TWE8PUT0izaFWL3Z1NFct/wAJ74dH/Leb/vyajk+InhmNGZribAGf9Saj2FT+Vle0h3Og03UY9TgnmijZFiuJbfkj5jG5Qn6ZBrM1zL+I/DUA/wCfqWY/RYHH82Fcp4X+IHhqy8K2KXNxMs8iGeUCFj88jF2/VjV+y8WaP4k8faTDpc0kn2e1upHDxlcEmIA8/wDAq29hOEpPldlf8jH2sZQWurt+ZztvrGuWWizWcaW+p2+t3l1DbxyDY9uzySHJxw6AZJ6EY75rrrG2+x6dbWfmNL5ESx736tgYya5fwfYXM1vDq+oYUxrJBaQjkRoX+Zz/ALTEfgAPeuwroq2TcURRTtdhWfq9jJfWOLaXybyBxNbTf885F5B+h6H1BNaFFYp2d0bNXVma2hatHreiW+oxxmJnBWSInJikUlXQ/RgRWlXJeFX8jxB4g0/OFLw3ir6eYhU/rET+NdbXLVioyaRdNtx1CiiiszQ8V+JngzWdF8Rx/E/wKpGpW3zX9qgyLiMfebHfjgj8RyK7vwH8QNF8eaKt3p8givY1AurNj88Lf1X0P9a6+vIPGfwhlk1o+Lvh9ff2Hr6EyNGh2xTt1P8Auk9+CD3FelCrTrwVKs7NbS/R+Xn0PNnSqUJurRV094/qvPy6nr9fOPxNu77W7bWNcXS3isI7hdN84SKwDwyyAkjgjO4YwD35rd0n416l4fvF0T4oeH7jS7tPl+2wxkxye+0fzUke1Wo/DfhjxpZXtnpHxI83Tb67e+axjWLKyM249cP1rfD0pYSfPVWmmurVvJoyrVoYqHJSeuumzv5pnnvh7xppvh/wpY217b3EjEyYMGx/4yeRuyOvcDPaoNQvW1T4n6RNZWryuTEqQpLGzOdx4BViv5kVxvi+1tfC/iy/0QTPOltIUWTaMsASMn8q9K+GXgSy1rQo/F8niR9Hntbn904VCEIVWDHdx/FXt1FTpQdf+b9TyadSpVn7D+W34Hsnw5vrhtAm0K8s/s1zorraSfvA+47A2eOn3sd+ldmzKiFnYKoGSTwAK8aT4h+Bfh5DqXm+KZfE+qX0/wBokFtGrFm2hcZXCDoO9Yci/E74yMIpIW8J+EnPzBs+ZOv6Fv0X618/LCSnJ1Je7Du/xst2e0sXGEVTh70+y/V7Im8b+MtT+JWuH4dfD5/MtGONR1JfubM8gH+77/xdBx19g8J+F9N8H+GbXQtLT91CMvIfvSufvOfcn8ulR+EvB+h+C9FXS9DtfLXgyytzJM395j3/AJCugrDEV4yiqNFWgvvb7s2w9CUZOtWd5v7kuy/rUKKKK4jtCmSyxwQvNM4jjjUszMcBQOSTT68N/aC8eHR9BTwjp02291Jd1yynmOHPT6sePoD610YahLEVVTj1ObE4iOHpOrLoUNF+PWgp418RX2tTXS6c5ih05Iot/wAib9zHngsSD/8Aqr3qzuor6wt72DPlTxrKmRg4IyK/Omv0I8Nf8ijo/wD15w/+gCvYzfB0sOoSp9dPuSPHyfG1cTzxqdNfvbNWsHxlcSW3gzUzCxWWaL7PGw/haQiMH8C2a3qpatpsOsaPdabcErHOhXcv3kPUMPcHBHuK8KDSkm9j3ppuLSONn8O6XPFbAQtbzW0Yjhnt3MUiKOwYdvY5FRf2Pq8WPsvia6IH8NzDFKP0Cn9amsNSeKZ9I1l47fVbf5WDHaLhe0qZ6qf0OR2rWBBHBzXe5SWjOdRjLVGHt8WQjAl0q99ykkB/m9L9s8Trjdodk/8AuXx/rGK26Knn7pD5OzZy2qr4r1TT5LKPS7S1ikwsxN4S7x5+ZVIT5SRkZPTNd5oOqWmq6WHtbd7UwMYJLZwA0DL/AAnHHTBBHBBBrM6CvO4vFOoxa7rF5otwEsriZVRtoIlKIELjPbII9woNV7N1o8qVrE83spJt3uek3G7xLp/iXSZkUQRu1pE4658pW3fUM36Vl6LeNqGg2N7JxJNCrOPRscj8815xo3jTxJBpsk0V4o+0XE07ExqclpD7emK6jwDqEl5oV1DMwMtteSqcccOfMH/of6VpPDypRd9iIVlOS8zrqKKK5jpOa8V+NtD8GRWsmtNOq3RZY/Kj38jGc/nXEfDvxjpvjWXWfDmp/v8AZdS3VkZPlYwlyVweoZc9uQCPSsj9of8A48NA/wCukv8AJa8P0LWbzw/r1nrFg+2e2kDgdmHdT7EZFfQ4TAwq4XnXxP8ARnzOMzGdHF8kvhX6o+07bVtb8P4jvFl1vTB0mQZuoB/tD/loB6j5vZq67T9SsdVskvdPuUuIH6Oh6HuD6H2PNcdoGtWfiLw/Z6zYtmG5jD47qe6n3ByKJdMmgv21PRbv+zr5/wDW/JuiuP8AromRk/7QIPvXz86abaloz6KEmknHVHd0VyVv4xazIi8Tae2n/wDT3CTLbH3LYyn/AAIAe5rqYZobiFZreZJonGVdGDKR7EVyShKG6N4zjLYkoooqCwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArz7w4wXTp7V+LmC7nWdD95XMrNz9QQR7EV6DXmmoCTxL4gTVtAd9Kt48xy6goBa+UcABDwVB6Owz6cHNdVDW6e3c56rs00dHXC+O/EMAsZfDljKJby7XZOUORBEfvbvQkcAe+e1VfHOk6xZeHJNRtfFGpP5TIs0byBA6M6g48sLgjP0xmuIs4ooV2xoFBOTjufU16mHoRf7y97HHVqybdO1iQRhNesMDAaGVP/AEE/0roY4cjpWJMQuraUe5kdf/IbH+ldLDtwK6qj2Mqa1f8AXQrvBgdKx9YHlaReydNkLt+SmuklK4rn9eRpNEv40GWaBwB6naamm/eRVRWi7GYsIis4Y+yxqv5Cuj+Gsiw/EuzB6y280Y/IN/7LWE0iS28csZyrqGB9jWh4LmWD4kaEx43zPH+cb1pVV6c15MyjpKNu6PTPDZCaEkTNgxXE8PP+zM4x+lbNcdAPN8T22mdrbUr+6YfRsL/6OH5V2NePUVnfuejSd427BRRRWRqVdKOz4guqj/XaZlv+ASjH/oZrsq4zT/k+IcGf+WmmygfhLGT/ADrs6xrbr0Cl19QooorA2CiiigCpqOl6bq9m1nqljBe27dY54w6/ka811f4BfD7U5GltbW50uQ8/6JMdoPsGyBXS+KfiV4N8Hho9X1eM3QH/AB6wfvJfxUdPxxXn3/C6/FGuOV8FfDm+v4udtxcBgv8A46Mf+PV6WGp4xLmpXiu97L8TzMTUwbfJWtJ9rXf4alW4/Zn0aaTevivUPrJEjn8+KuWf7N3hePaL7XdUvI15EYZUX+Rpy+Iv2g7geYng3SoVP8LMAR+clMbx58btJy+rfDmC+iAyfsm7d/46zfyrv9pjnoq0f/AonD7PAr3nRl/4DI9A8P8Awx8D+GXWXS9Ag+0L0nnzLJ+BbOPwxXYV49pHx+8Ny3YsfE2l3/h26zg/aIyyA+5wGH5VP4o8STeONdh8G+EdYEel/Z/tmrapaNvKQ9o0I/ibnP8A+uvPnhsRKf7+/q9dPU9CnicPGH7iz8lpr6HS658U/A2gXbWd5rSzXSnDQ2iNOyn0OwHB+tQaZ8XvAWp3gsxrJsrgttCXsLwZPplgB+tcl8LfHHw5k1q58LeH9KTSXjbbazzAb74DqSx53Zzwe35Vq/Frxz4J8P2sOkeINJh1y5uSN9pgFooz1cn+E46dCa0+qxVRUfZyu/Nffa36mf1qTpuv7SPKvJ/de/6fI9TVldA6MGUjIIOQaWvGfCOqP4M1/R9Khvp73wX4kTfpM1znzLSU8iE5/hPb/wDXXs1cNai6Urbp7f137ndRre1jfZrf+u3YK8S+P/gP+3PDi+KtOh3ahpi4mVBzLBnn8V6/TNe202SNJYmikUOjgqysMgg9RTw9eWHqqpHoLE0I4ik6Uup+clfoR4a/5FHR/wDrzh/9AFeNaP8AAfw7/wAJr4ittas55dMzFPpzRytGFV9+5DjqVIA+mPWvdLS1hsrKCztwRDBGsaAnJCgYFexm2NpYhQjT6a/ekeNk+Cq4ZzlU66fc2TUUUV8+fQnn3inTbLxN4uGl6pD9osNOt47jyckB5XZsbsckAJ06fNTf+ET8Oqcx6XHEemYiyf8AoJFafie2m03V4fEkEMk1uYhbXyRqWZUBLJLgcnaSwPs2e1U28ReH0shevrlgtsRnzTcIF/PNejGU3BcjdjicYKTc0rlf/hFdK6LJqCD0XULgD/0OhvCuk7R5P2y3kHSWK8lDj8d3P45qjN8QvCURITUzckf8+8LyA/iBiud1j4gXGpQNZ6DbzWaONr3dwoVwP+magnn3bGPQ1vGnXk+q9TNzoraz9DKt5tU1G2kt9R1++u4BJJEyeYqLIquV5KgEggetaUiww2u2NQiIvAUYAArHszHb28cMQ2oihVHtViWbfEyZ6giu9rXQwjojM0wY8P2PYmFW/EjNb3gfU4dP8Vz2E8yxpqUQMe5sAyoeg9yrf+O1zOm3G7RLaM8PEgicejL8p/UVDK1quoWM95GskEVwhkDdkJ2sfbAJOe2K0nDn5ovqYxlyqMl0PoCisvTLPU7CVrebUBe2IX908wPnqfRm6MPfAPrnrWpXhNWZ6yd0eGftD/8AHhoH/XSX+S14l4e0O88R+IbPRrFcy3MgXdjhF7sfYDmvr7xR4L0HxhHbR65BJKtsWaPy5CmCcZ6fSuT+GHw/g8M3msavLAUlnuZYLRX5MdurkKcnu2AfoBXv4XHwo4XlXxL9T5zF5bUr4xTfwv8ARHe6Ho9noGhWmj2CbILaMIvqx7sfcnmtGiivAbbd2fRpKKsgIBGCMisn+xFtJmuNCvJdHnY7mEGDDIf9qI/KfqMH3rWqtfX1vp1nJd3UmyNB+J9h704t7IJJPcI/Ft/paf8AFSab+5HW+sFMkYHq8f31/DcPet7R/EGi6/A82j6lDerGQHEbcoT0yDyPxrgYNPvPEbi91gvb2PWGyUkbh6vUdl4UuvDviNte8N32XdGjlsrw5idSc4DKNy4I4zuxzVSo02nraX4f1+Bmp1E1ZXX4/wBfieq0VzNn4ysGlS11iGTRbpjtAuiPKkPoko+U/Q4PtXTAhgCDkHuK4ZQlH4kdUZKWwUUUVBQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZfiKeS28K6tcQkiSO0ldSOoIQ4rA0uGO30eyghx5ccCKuOmAoFdkyq6MjqGVhgqRkEV5V4ml1PwFpF2ln5b6ftLWE9wrOsDdfIfBH0Q5/wBk8gZ66C5/3a3Oeq+T33sVfiZqUNv4YTS/MH2m/mjVU77FYOzY9MLj6kV53bv0qfx1apYeOntJLqS8vLe1iW4uJGyWkbLkAdFABXAAHH51lR3CxoXdgqqMknsK9+hTUaSt11PLnNym2/Q0vM83XLKMc+QjzN7ZG0fzb8q6CObArkdJdmEt9KCr3JDAHqqD7o/r9Sa2luOKqcegU5aX7ms8/FUppAQc1XNxxVaSfNQoluRlwSfY55NNfhBl7c+qf3fqp/TFXdHuha+L9EuT/wAs7+Dn0BkCn9CarXEisQxAJHQntWZNdG3ZbhX2GJhJuzjGDn+ldHLzK3c5m+Veh7ZaKy/F7xLCw+WGOORPpKqE/rGfyrq6yZII1+JOpXq4zd6Zat064eUf1Fa1fPzd7ei/I9emrJ+r/MKKKKzNTPmf7L4t0C86I8sto59njJH/AI8ij8a7ivP/ABK3k6G14Dg2c0N1n0CSKx/QGvQKzrLSL+X9feFP4mv6/rQKKKK5jYhurq2srSW8vJ47e3hUvJLIwVUUdSSeleFat478YfE7Wp/Dfw0R7DSYjsutYfKZHQ7T/CPQD5j7VH4s1TVPi94+bwD4cuWg8Oae+7UrxOkhVsEA9CM8KO5BPQV7XoHh/SvDOiQaPo1qttawjAAHLnuzHuT3NeoowwkVKavN7LovN+fkeW5TxcnGDtBbtbvyXl5nn3h/4S+CPBNi+ta6P7YvYwHlu71fMAYn+FOeSenU11zeNvDVn5EDvdW/mN5cKHT503HGdqjZycA8CneN4vP8MrD8w8y9tF+Vyh5uI+hHI+orwPXvC/j/AEbTLyz8STahqVnbM95Y/Yg12QxZcATMN8bDA+bHQt61dKH1v3q09b/1YmrL6p7tCGlv6ue9r468ONK0Sz3bSKocqLGfIU9DjZ0p0fjjw9KsbRy3jiQEoVsJzuA6kfJzXybfJ4rXXktr2W7/AH1r9itxab/9Lj+VjGkhB4GRknIGCOal0TRvGmoWdrPpk2qQQIqfYPLaXMSs7Dykm4RN3c9ztGB0rseVUlHmczjWaVXLlUD6i1CTwT4vePR9X04XbT5WJb2xkiJIGSEZ1GDgE8HPFcj8GNF07RNS8c2djD5awaubZQxywjRflGT/ALzVH4bg8Wm+0aTX5ruGD+1vKjs78GSZDHbyKJPN43hlUk4GMnNTaxcP8O/ijd65cO0Hh3xSiRXF0BlbK6Vdqu3YAjue+fSuNRajLDwle6ulfqn/AJHY5JyhiJxtZ2bt0a/zPLvj5oPhnQPFFpqug3os9auW824s4OAh6iXj7hJ7d+tYXwm03Q/GvxJafxtqr3N0f30UNw2ftknozHrj+73/AEr0bwr8Eb6+8d3viLxxqUesWazebA6ybxfZ5Dt6KOPl/Dp1t/Ez4IyanrEHiLwP5VhetKv2iAN5SKc/61CPukdSPxHPX1o4yjGmsK6mtvi7eR48sHWlUeKVPS/wd/PsdX8ao44fh1b3MKiOey1G0ltdoxscSADH4E16YpJQEjBxXjDPdeOfFOgeD4dROr6d4akju9Y1MDCXFwn3Ixjg85z+PpXtFfP11yU4U3vq/vtb8r/M+hoPnqTqLbRfde/52+QUUUVxHaFFFFABRRVTVL+LS9HvNSn/ANXawtKw9cDOKaV3ZCbtqzDvfO8Sa1Po8U8kOlWWBeyQsVaeQjPkhhyFCkFsc/MB6183eKNatPEHiKSSz0+2stMtHMVnbwQqg2qcB2wOWOPwHHrX1D4b0+XT/D9ul1zeT5ubpvWZzuf8ATgewFeQ+LPg7qcOszax4RaCaGSQzGxmIUxsTkhCflK57HGK9jA1qVOo4ydu3bz+88vF0qk4qSV+/wCn3HBaXLdR291JDZ+fAU2TOYtwjUkHOcHaeOtaV/JZrqUp0/AtTgoFcuFyAcZIByK3tN/4Ty2h8Q2eoeHdRtV1OJmZbWwEimToACpwARnnmuWltfHEEEehQ+Gr8pKWuvKe2YMduFJGFJP3h+deopKUnqvvOVvlj1+4tJce9SG4461k2tl4oe8ns5vC+qLNEiSFI7OZiAxYAkbAR9049cH0q7/ZPiX/AKFfW/8AwXzf/E1TUV1Eql1dFGSR7XUmkRS0F0fnAGdj46/Qjr7j3qO9cSW8qHoykVqJ4d8WXGBD4W1Yk8DfatH/AOhYrq/D/wAItb1K5jm8SumnWGctbRvvmkHoSPlUfiT9KUq9KmuaUkEac5aRW53HhXUG1Twbo+oOQXntI3bBz820Z/XNbNc94RgjsNIutHiXZHpt9c2qL6IJWK/+OkV0NeFUtzu2x61JtwV9wpCyrjcwGTgZPU0pIUFmOAOpNc7Ybte1gay+f7OtSyWKnpK3Rp/pjKr7ZPcVKje7G5WsjoqKKKksCQBk8CuWt1PibWTey86VZtthQ9Jn7sfUD/PerfiW6mMEGk2jYub9vLBH8KfxH8q17O1hsbKK0t12xxLtArVe5Hm6szfvOxPRRRWRoMmhhuIWhuIUmicYZHUMpHuDWZDpt9pJ3+HdSa0Qf8uVxmW2PsFzlP8AgJA9jWtRTTa0JcUxlv4yjt2WHxJZPpT9PtIPmWrH/rp/D/wMLXURSxzRLLDIskbDKuhyCPY1zLKrKVZQyngg9DWSujNYStceH72TSZSdxijG63c/7UR457ldp96h04S20/L+vvGpSj5/n/X3Hf0VyEHi27sCI/EmmmFB/wAv1mDLD9WX7yfkQPWuotLy0v7VLqxuYrmB+VkicMp/EVhKnKG5pGcZbE9FFFZlhRRRQAUUUUAFFFFABRRRQAUUUUAFc74wVbjRrbTSoY319bw7T3AkV2/8cRq6Kue1b/SPGPh606iIXF4w9NqCMf8Ao6tKXxX7a/cZ1Pht30+8+ZPEOrDVvGetamG3C4u32n1VTsX/AMdUVDHIrLtYBlPBB5BqzrvgHxP4Z1iawGkXl5aKx+z3NvC0qyJ2yVBwcdQaqR6Rr69dA1Qf9uUv/wATX2MXTcVyPQ+aUpJtTWpox3GMVYW4461nppuuDroWqf8AgDL/APE1LHp+uSXUNrHoeomabO1TaSjOBk/w81D5e5splw3PvUMlxUVxp2vWt8llcaFqKTPGZVUWkhJUEAnG3Peo207XD00LVP8AwBl/+JoSj3DnuRyze9Zl3J5kMif3lIq/JpWvN00HVP8AwCl/+Jplr4U8WarfR2Vl4ev/ADZDjdNbvGie7MwAArVOK1bRjNt6JHvdjdfap/Cep4/5CGhkMf8AaXymx/4+1dDWPdaP/wAI7pXgrT/N8w2T/ZGk7NmB8/gWUVsV8xJp2cdtfzZ71O60e/8AwEFFFFQamfrljJqfh/UNPiYLJcQPGpPQEjAzXS6FrEOt6Ul3GpimUmOeBvvQyD7yn/PIIPesqsm5Nxomqf8ACQafE0qEBb+2TrNGOjqP76/qMj0oceePL16E35Xzfed9XnXxi8XSeE/h9ObKQrqWot9jttv3lLA7mH0H6kV39pdW99Zw3lnMs1vMoeORDkMD0NeI+NF/4Sz9pDwx4bYeZZ6RCLyZD0Lcvz+SD8aeDpqVa81pG7fyMcbUlGjaD1lZL5ndfCvwZH4L8C2trJGP7SuwLm8c9TIw+7n0Ucfn613VFFctWpKrNzluzqpU40oKnHZHP+Lv+QHB/wBhCz/9KY66Cuf8Xf8AIDg/7CFn/wClMddBTf8ADXq/0BfG/RfqRfZrfdE32ePdECIzsGUB6gelLDBDbxCG3hSKMEkIihQCTk8D3qSis7mhz/iD/kMeGP8AsIt/6TzVrahp9jqunzafqVrFd2sy7ZIpV3Kw+lZPiD/kMeGP+wi3/pPNXQVpJtKLX9asyiruSf8AWiPMF+GeuaCzL4F8dX2lWZOVsbxBdQx/7meQPavP/HP/AAnGkeKPD+jeOPGNxc+HNWkEVxLpqC0wc4KsQOnIJ9Rmvo+vNPjhoa6z8KdQmVc3GnMt5Ew6jacN/wCOk16GExUpVoxq2d9L2V9et9zz8XhYxoylSura2u7adLbancaFoOkeG9Ji0vRbKO0tY/4UHLH+8x6k+5rTrl/h7rTeIPhxoWqyNulltVWU/wC2vyt+oNdRXnVVJTkp73PRpOLhFw2toFFFFZmgUUUUAFcv4yuFjttLguEm+wy30bXUkcTyKkaZk+baDgFlUc8cmuooq4S5ZXJlHmVjNsdf0TU22WGrWly/9xJVLD8OtaVUb7RtI1NduoaZa3Y/6bQqxH5is3/hEdNj5sLrUdOI6fZryQKP+AsSv6U7QfVon310udBXP3X/ACULSv8AsHXX/oyCmyaVrdrC0ieMZxGg3Fru2hcAD1KqtcJfax4q/ti112w1HTJbOK3lgjvdRi+xwy72Q/LlyzD5PvAAema3pUuZuzXXv29DGrVstU+nbv6ne2X/ACULWv8Arws//Q7iugryDTtd8ZJq99r002g3VrLBDDPPpha6WBUaQhmUOGA+c5IB6e1d3DJ4wuIEngu9ClikUMjpHKQwPQg7qK1FxerXT8hUqqa0T6/mdJRXP+T40k4bUNHtx6paySH9XFMPhme+/wCQ9rt5qCd7eIi2hP1CYZh7FjWPJFbyN+aT2ic5a6bqt14k8S33h/Ubd7c3inyZ48xSP5SBwsi8qQRg8MM9s5q02o6nacan4b1CHHWS3QXMf1GwlsfVRXbWtrbWVrHa2dvHbwRDakcahVUegAqatXXu9VoZqlZaM8ku9csPEGqHRjfLY6chAuPPPky3R/55KrYYL/ePfoO9djGsccKJCqrGqgKF4AHbFdHc2dpeRGK7tYriM9VlQMD+Brlr7wrLpiteeFW8nadz6a7fuJh3CZ/1bemPl9R3rT2sJ2jsTySjdvUsUVT07UrfUrZpYdySRsY5oZBh4XHVWHYj/wDVVi4mWC2lnbpGpY/gKLNOxaaaujA07/iY+LtQ1BuY7MC2i+v8Rro6wvCcJj8OxTPzJcu0zH1JP+GK3aup8Vu2hMNrhRRRWZYUUUUAFFFFABS6RoFhHqp1a3ia2l53eQ5RJif76jhvqRmhQWYKvJPFdFbxCGBYx2HP1qJycVZdRqKb1JaKKK5TUKKKKACiiigAooooAKKKKACiiigArnrP/SfH2qznlbO0gtk9mYs7/p5f5V0NcrZxeItN1LV5o9Gt7sXt2Z1l+2bPkCKijGw4wqCtYbSM57o6qisL+0PE3/Qt2/8A4MB/8RR/aHib/oW7f/wYD/4ilyPy+9D5l/SZu1har/yNPh7/AK6T/wDoo0f2h4m/6Fu3/wDBgP8A4iuP1LxVr9z4q09dN8JHVH095fOFnehlRmQrtZ2QICM9M59q1pUpNu1tn1XYzqVIpa/kzqJP+Sn23/YJk/8ARyV0teW3niPxTZeLrfXr/wADy2tgtm9rJO16kiR5cNuYorED5eSRgetbL+N9Vh1OKxn8Nxxm4UPbTG/BiuQRn5GCYJ9uvfpVzoTdrdu6/wAyIVYpu/fszuaK5T/hJNe/6FqH/wADx/8AEUf8JJr3/QtQ/wDgeP8A4isfYz/po29pH+kyXxsuNAguwMm0vrab6DzVVv8Ax1jTay9d1HXtZ0C90seH4YWuYyiyG+B2HscbOxrTXO0buuOa3ScYJP8ArYzveTaFooooKCiiigDJhku/C11JdWML3WkSsXuLJBl4GPWSIencp36jng8P4DurbW/2lvF2sW9wtxAlkqQOpyCp8r/D9TXp1eW+BdumftNeJ7EqqLfWXnIBxk/uz/8AFGuyjrTqvry/qjz8QuWpS7c36M96ooorxj1jn/F3/IDg/wCwhZ/+lMddBXP+Lv8AkBwf9hCz/wDSmOugrV/w16v9DNfG/RfqFFFFZGhz/iD/AJDHhj/sIt/6TzV0Fc/4g/5DHhj/ALCLf+k81dBWk/hj/XVmcPil6/ogrI8UWyXng3WrWT7k1jMh/GMitesTxfeLp/gbXb1v+WNjMwz3Ow4H50U786t3HUtyO5wX7Ptw03wit0Zs+TdTIPYZz/WvWK8s+AVq9t8ILJ3GPPnmlH03Y/pXqddGOt9ZqW7s5cDf6tTv2QUUUVxnaFFFFABRRRQAUUVna3qi6PpEt55Zml4jhhHWaVjhEH1JH0600m3ZCbsrs5jxjq1s0klhcK82nWCrc6hHGMtOxP7m2A7l2wSPQAHhqzNJa31D4v8A25o/PjuNNNxZysNyeQRAFC9gQwlzjnmoNY0Hy59KsrnUri9vy8l7cabYjZLeXDjBdpc/uo1GVB44xg54rW0nSbzTvHOk/bZol/4llysNnbJtgtFEkPyr3Y88seuOAK9JckYWi+j/AK/D7vNHnvmlO7XVf1/XUo+IVtbXx3dXsDLDqscenLaBW2tJvnlWRMfxApnI5xgHsK6nwigt9KvNPUbY7O/uYY1H8KeYWUfgrCud1pbuw8ca34jsTC8mm6XbyyQyxBjLHumLKr9UOF7cE9RXQ+HWX+1vEiJyhv0lU+oa3hOf51lU1p28l+n+ZpT0qfN/r/kdFRRRXCdoUUUUAFFFFAHN694dku7gaxo8i22rxrtJb/V3KD/lnIP5N1X6ZB5jUNWW78MaqrRPa3tvGY7i2k+/Cx4/EehHBFel1yXjbws2vaTLcabiLWIo9sMmdolXOTE/qp9+hwa66NVXUZ/f/XQ56kGk5RK+kxiLRbKMdoU/kKu1xvh++8UaPbrbeMdKls7RpBFb3sjRkAnokmwnb6BjjPQ89eyrapHllvf0JhJSXYKKKKzNAooooAKKKUAkgDqaAL2mQb5zK33U6fWtmobWHyLdY+/U/Wpq5JO7NUrBRRRUjCiiigAooooAKKKKACiiigAooooAKKKKACiioLy8t9PsJ767kEVvAhkkc9gBk01roGxz/izUvLhTR4Lr7LJco0tzcA4Ntap/rJM9ifuj3bPauSRdH1jxpoGmxrv0CWyE9lZYKwyIUcszL/Ewbbnd0yPU07XtP1G50iLU9R1CLSTqtykt2rxmWZYk5hto4/4mzyR654I4q3pel39t4k8MPNb/ANn2MLXPkWsp824YtGzNJI+cAkknYvA9ew9GCjCGj11/L+vl6nnycpz1Wmn9f119Cp4j0ux8P+JJL7Q4k0p7PSZLwJbDy45mWRRtdRwwYZXnnnjmuk0bS7C9std8P3lsstjbX5WKFv8AlkrRxygKeq4ZzjHTHHSsrxVZzy/EWxv4LG21BrHTJLgW1wzANtlU5UjgP6FgRx261ueHLuG71/Wri3J8u7jtL1Qf7rxbR/6LqZybpp36fqVCKVRq3X9DJuoNU8Lk/a2l1LRh927A3TWo9JAOXUf3xz6jvWhb3NveW6XFrPHPC4yskbBlP4iutrm9R8IafcTSX2lMdI1Jju+0W6/LIf8AppH91x9efQisY1Yy+LR/1/X6G7hKPw6ojqjc6lFb6nZ6cI2lnutxwv8AyzRRy59s4H1IrM1DX7rw/H5HiDTnju2YR27wfNDdsTgBXPCH1D4x6nrVrR9OuIJJ9S1J0k1K7x5mz7kSD7sa+oGTz3JJ9q35LLml8jPnu7RNeiiiszUKKK5y81W81O8fS9BIGw4nvDysfsPU1UYuRLdi9qevWOmuIWLT3Tfdt4huc/4V5P4kvdS8N/GLwv441KzWxtblxZzANuKqcqS3vtf/AMdr1rS9Fs9KQtEpkuH/ANZPJy7msj4g+F18W+CrzTFUfalHnWxPaRQcD8eR+NdeHqU4VOV7PRvyZx4qlOpTvHdar1R6kCGUMpyDyCKK8w+DHjU+JfCI0fUWKa1owFtcRv8AeZV4V/0wfce9en15dalKjUdOW6O6jVjWpqpHZnG/ErVhovg4ag1pNcpFeW0jeVj5Qkqvk56A7cfUiuP/AOGgPDn/AEBNS/8AIf8A8VXrl1a297aS2l3Ck8EqlHjcZVgexFfJHjbwteeFr25s7rS4o1e6aWC4ik3DyGztUjPHIGMj1r0sBToV17OotV5nBjZ1qL9pTenoet/8NAeHP+gJqX/kP/4qj/hoDw5/0BNS/wDIf/xVeCvptxcWNjNY2FxMDEfNeOJmBfzH74/u7en+NWtWtLWG80e2tbKTzjaxfaodjBml3Nu4PtjpxXq/2dhb2s/vPN+vYm17/ge1w/FrTPFPivw5Y6fot/5kd6ZCDsJOYnTjB7b8n2Br2evKPhD4QbS7e98QX+l2ttNevusxHIJTFCc8BgT147545r1evn8Z7JVOSktEe3hPaOHNVerCvJ/j3rn9m/DZtJgObzWJ0to0HUrnc38gP+BV6uzLGjO7BVUZJPAArwHS3b4t/HI60qmTwz4ZIFux+7NIDkH8WG76KPWqwMF7T20vhhq/0XzZnjpv2fsY/FPRfq/kj2Hwbov/AAjvgfRtF24e0tUR/d8ZY/8AfRNb1FFcUpOUnJ9TujFRiorZBRRRUlBRRRQAUUUUAFZmsaQNWittt5LZz2s3nQzRBWKNtK9GBB4Y9q06KabTuhNJqzOekh07wf4fvL62t3nmOGd3bdLdSkhVDMepLEAdhnjArjdNk1DTPHg1i/vptXsIrFra6mtpPtH2e6Z1L5iX5o1+UDgEfLk9zXpd7Y2mpWMtjf26XFtKMPG4yG5z/OuJ1vRfDln4o01p4k0y0ttNuZDPbuYGjCyQ4O5CDxuP5n1rsozTupbu/wCRy1oNWa2VvzM/U/EWkX+q+JrbS76G+utR0q3tLaGFtzySMbhcYHIxuBOeg611PhQCSTV7yFt9rJdLFDIP+WgiiSJmHtvRh+FYum2J1nXbyz/4SfUb3SRZ29wm1o0aYSNKCGkRA5GIx3B613Vra29laRWlpCkFvCoSONBhVUdABSrSjFci8v09OwUYyb5n/W/r3JaKKK4zrCiiigAooooAKKKKAIri3gu7aS1uoUmglUo8brlWB6giuFure48ISBZne48PscR3Dnc9l6K56lPRu3Q+td/TXRJI2jkQOjDaysMgj0rWnU5NOhnOHNqtzmQQQCDkHvRWVfafN4QYzWyvP4dJy0Y+Z9P9x3aP9V+nTTjkjmiWWJ1kjcblZTkEeoNdNtLrYzT6PcdRRRSKCrumweZceYw+VOfxqlXQWcPkWyr/ABHlvrWc3ZDirssUUUVzGoUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZXiDSZNZ0n7HDcJbyLNHMrSR+YhKOGAZcjIOPUVq0U4txd0JpSVmc9b6TaaOJ/EGtXpvr6KJmkvJV2rEgGSsachF47cnuTXItq2tQ+LtC1nXWlh0d4pppMwjyrIuCI0ZlG4HaRuLcZPGK9Gv7G21LTrjT7yPzLe4QxyLkjIPB5HSuM1Hwxp1hrukjT7q606e5eY3F7HOTLLtjJBkLZD9P4gRiuulOLvz76/db8PuOapCStybf195JqesaZb+MBqjXsL2i6LMwkRwwb96mAMdSewHWl8DW8sVxMki4NnpthYS+0yRszr+AkX86y4fD/meKraCz1DSnE1tJdrqMGmReeCrqvyuDtz83Xb2rvtL0u10ixFpahiNxkeSRtzyuxyzse5Jp1JRjDlXUmnGUp8z6F2iiiuI7CO4t4Lq3kt7mFJoZBteORQysPQg1w+o6a/hH/TLR3k0AkCWByWNjn+NT1MeeoP3eo4GK7ymyRxzQvDMiyRupVlYZDA9Qa1p1HD0M5w5tepzIIIBHINFZOnxSaPqVx4anYsluols5GPMluTwPcoflPttPena7qZ0zTS0K77qU+XAndmP+FdfLd2XUyUtLsoateXOpah/YGlyFDjN1OP+WS/3R7mtqxsbbTrNLS1jCRp+ZPqfequiaWNL08Ru3mXMp3zyHq7GtOnOS+GOwRX2nuFFFFZlnknjnw7rHhbxPH8SvBaf6TDzqFqo4mTqzY7ggcj6GvWfA/jrRfHehJqGlzBJ1AFxasfngbuD6j0PQ07qMHkV5X4k+Gl/Za0fFfw7vv7I1dSWe3U7Y5s8nHYZ9Dwfauy9PEwVOq7SWz/R/wCZ57hUw83Uoq8XvH9V+q6nvlfPPxRv7jXNM1PVotPlis4LkacZSykb4pHBzzkZ3DHFbGg/HT+z7ldH+I+iz6Jfp8puUjLRP/tEdR9RkVZbwfp3jHTL+z0T4j282kX1498bWO3jkZHZt3J3hvzApUKMsLU56ystNdWvlYKteOJhy0Xd66bP5pnBeHfF2k+H/B+nw6h5252lx5SiQ/fJ5AOR1HUDNVtUuP7Q+KmjyWkTTMxiVUjdGLHceAQxH61xHiuzt/C/im+0OS6M/wBmkKCXZjeAcZxk46V6R8Mfh82vaXD4ut/Eg0ma1uf3WbcSAFVVgxywH8Q4r26kadKLrt/Ff8djyadWpVkqCXw2/A9p+H1/JJoc2i3Fo1tc6PILWUFg25ioft/vY/CuxJCgknAHc15BF448G/DmLVH1XxeviHVL+4+0SLZwruLbQuMKSq9O5Fc3NffEz4yZtbC0bwr4UkOJJpM+ZOv6FvoMD1Jr594SVSTqP3Yd3+Nr6s9lYuNOKpx96fZfr0Rb8feN9S8ea0fht8PW88THbqGoIf3aJ/EoP931PfoK9Y8HeE9N8F+F7bQ9NXKxjdLKRhppD95z9f0GKi8G+CdC8D6MNO0W3wzYM1w/MkzerH+nQV0tZV68XFUaKtBfe33f6GuHoSUnWrO839yXZfqwooorhO4KKKKACiiigAooooAKKKKACvGvjjfXFnZ26W0MkpuLKdJCik7IxNA7E+gwuCfevZa8R+PXiJNAt7SJrYztqenXtiuGwE3mL5j9AOld+XpyxMElc4Mwko4acm7f8OWvgXfXF9Y3ouIZY/ItLeONpFI8yMy3DKR6jDYz7V7JXifwC19Nc067hW3MLabYWdkxLZD7WnO4enWvbKMwTjiZpqw8BLmw0JJ3CiiiuA7gooooAKKKKACiiigAooooAOowelcNqOkXHhiV7/SYXn0ZiWnsowWa2Pd4h3XuU7dR6V3NFaQm4PyInDmOSt7iC7to7m2mWaGRQyOhyGFS1T1bQ7rRLmXVtBgM1pIxe705PXvJEP73qvRvr1ls7y21C0ju7OYSwyDKsP5H0Pt2rq0a5o7GSevK9zT0+DzrkMR8qcmtyq1jB5NquR8zfMas1yTd2bJWQUUUVBQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXmnxg1RtJ8PQXEbbZJEnt0PoZI9mf/AB6vS68w+M2sWei+F0ub5HdJobq1QIuTvkgZFP0yRXVhFevFWuc2KfLRk72OY+CGr/2jdRWp4NnbXAUDpsd4XGPxLD8K92r53/Z51azuzFpcKuLmwtbgzErgEPNGVwe/Q19EV0ZlHlxElaxz5bPnw8ZXCiiivNPRCiiigDl/Gdo40yHXbZC11pLGfaBzJCeJ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#### Sondaje 9.              Sonde al paciente conforme a la normativa local y a las instrucciones de uso utilizando el catéter Luer-Lock (D) y el lubricante (D1) incluidos u otro catéter y/o lubricante adecuados. Vacíe la vejiga urinaria con el catéter. Nota para el uso con un catéter autoseleccionado con conector cónico: Se debe usar el conector Luer-Lock a cónico (F) incluido para conectar la bolsa al catéter autoseleccionado (no mostrado). Para ello, se deben realizar los siguientes pasos adicionales: - Retire la tapa protectora del conector para catéter (C2, ver paso 10). - Gire y remueva la bolsa antes de conectarla para volver a mezclar los sedimentos que pueda haber. - Conecte el conector Luer-Lock a cónico (F) al conector para catéter (C2) de la bolsa. - Conecte con cuidado la bolsa con el conector (F) al catéter del paciente. - Luego, continúe en el paso 11. #### Conexión del catéter a la bolsa de disolvente 10. Para mezclar los sedimentos que pueda haber, gire y remueva la bolsa antes de conectarla. No administre la suspensión a temperatura de nevera. Retire la tapa protectora del conector para catéter (C2). Conecte el catéter Luer-Lock del paciente (D) al conector para catéter (C2) de la bolsa de disolvente. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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       ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) #### Instilación 11.              Doble el precinto de rotura dentro del tubo del conector para catéter (C2) hacia arriba y hacia abajo varias veces para romper el precinto. Sostenga firmemente el catéter del paciente mientras lo hace. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) 12.              Sostenga la bolsa de disolvente con el vial invertido por encima de la bolsa. Comprima la bolsa de disolvente suavemente con la otra mano para instilar lentamente el medicamento en la vejiga urinaria del paciente. Continúe comprimiendo la bolsa de disolvente hasta que esta y el vial estén vacíos. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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13.              Comprima la bolsa de disolvente para expulsar el aire restante para vaciar el catéter en la mayor medida posible. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Tras la instilación 14.              El cierre de la pinza de presión (C3) impide un reflujo de líquido al catéter y reduce al mínimo el riesgo de contaminación. De forma alternativa, puede mantener comprimida la bolsa de disolvente mientras realiza los pasos 15 y 16. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) 15. Extraiga con cuidado el catéter de la vejiga sin desconectar la bolsa de disolvente del catéter. Evite la contaminación por salpicadura de gotículas. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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P/nj/wCPH/Gj+z7P/nj/AOPH/GiijmfcLIP7Ps/+eP8A48f8arroWlpq0erR2pS9RDH5qSMu5T2YA4Yemc47UUUc0u4cqfQ0qKKKkZ//2Q==) 16.              Elimine el producto conforme a los reglamentos nacionales utilizando la bolsa para desechables. El contenido del vial está previsto únicamente para un solo uso/una sola dosis. Se debe desechar la suspensión restante. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Instrucciones para los usuarios de Vejicur #### Componentes y aplicación del kit de instilación | #### Componentes principales del kit de instilación ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Componente principal | #### Descripción | #### A | Vial con polvo | #### B | Funda protectora | #### C | Bolsa de disolvente con solución de cloruro de sodio al 0,9 % (9 mg/ml) |        C1 | Conector para vial con tapa protectora y precinto de rotura |       C2 | Conector para catéter Luer-Lock con tapa protectora y precinto de rotura |       C3 | Pinza de presión |      C4 | Puerto de llenado sin función de aplicación | #### E | Bolsa para desechables | #### Conexión del vial a la bolsa de disolvente 1.              Prepare la bolsa para desechables (E) para la eliminación directa del kit tras la instilación para evitar una contaminación. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 2.              Retire la cápsula de cierre extraíble del vial (A) y desinfecte el tapón conforme a la normativa local. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 3.              Abra la funda protectora (B) de la bolsa de disolvente (C) y retire completamente la funda protectora. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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4.              Retire la tapa protectora del conector para vial (C1). ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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5.              Presione el conector sobre el vial hasta el tope. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Mezclado del polvo con el disolvente 6.              Doble el precinto de rotura dentro del tubo del conector para vial (C1) hacia arriba y hacia abajo varias veces para romper el precinto. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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7.              Sostenga la bolsa de disolvente de manera que el vial esté por debajo de ella. Comprima la bolsa de disolvente varias veces para transferir suficiente cantidad de disolvente al vial. Asegúrese de no llenar completamente el vial para permitir la posterior transferencia de la suspensión a la bolsa de disolvente. Puede quedar cierta cantidad de disolvente en el interior de la bolsa. Remueva el vial lentamente para reducir al mínimo la formación abundante de espuma al mezclar el medicamento con el disolvente. Si hay mucha espuma, deje reposar el vial brevemente (varios minutos). El contenido del vial tiene que formar una suspensión homogénea. Esto puede llevar varios minutos. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 8.              Invierta la bolsa de disolvente y sosténgala de forma que el vial esté por encima de ella. Sostenga el vial. Comprima la bolsa de disolvente varias veces hasta que el vial esté completamente vacío. Si queda polvo en el interior del vial, repita los pasos 7 y 8. Desde un punto de vista microbiológico, el medicamento se debe usar inmediatamente. Si el medicamento no se usa inmediatamente, consulte la sección 6.3 “Periodo de validez”. La suspensión no se debe instilar a temperatura de nevera con el fin de evitar que el paciente sienta la necesidad de orinar, lo cual acortaría el tiempo de exposición. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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#### Sondaje 9.              Sonde al paciente conforme a la normativa local y a las instrucciones de uso utilizando un catéter y un lubricante adecuados. Vacíe la vejiga urinaria con el catéter. #### Conexión del catéter a la bolsa de disolvente 10.              Para mezclar los sedimentos que pueda haber, gire y remueva la bolsa antes de conectarla. No administre la suspensión a temperatura de nevera. Retire la tapa protectora del conector para catéter (C2). Conecte el catéter del paciente al conector para catéter (C2) de la bolsa de disolvente. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) #### Instilación 11.              Doble el precinto de rotura dentro del tubo del conector para catéter (C2) hacia arriba y hacia abajo varias veces para romper el precinto. Sostenga firmemente el catéter del paciente mientras lo hace. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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12.              Sostenga la bolsa de disolvente con el vial invertido por encima de la bolsa. Comprima la bolsa de disolvente suavemente con la otra mano para instilar lentamente el medicamento en la vejiga urinaria del paciente. Continúe comprimiendo la bolsa de disolvente hasta que esta y el vial estén vacíos. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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13.              Comprima la bolsa de disolvente para expulsar el aire restante para vaciar el catéter en la mayor medida posible. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Tras la instilación 14.              El cierre de la pinza de presión (C3) impide un reflujo de líquido al catéter y reduce al mínimo el riesgo de contaminación. De forma alternativa, puede mantener comprimida la bolsa de disolvente mientras realiza los pasos 15 y 16. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) 15.              Extraiga con cuidado el catéter de la vejiga sin desconectar la bolsa de disolvente del catéter. Evite la contaminación por salpicadura de gotículas. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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P/nj/wCPH/Gj+z7P/nj/AOPH/GiijmfcLIP7Ps/+eP8A48f8arroWlpq0erR2pS9RDH5qSMu5T2YA4Yemc47UUUc0u4cqfQ0qKKKkZ//2Q==) 16.              Elimine el producto conforme a los reglamentos nacionales utilizando la bolsa para desechables. El contenido del vial está previsto únicamente para un solo uso/una sola dosis. Se debe desechar la suspensión restante. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Instrucciones para los usuarios de Vejicur #### Componentes y aplicación del kit de instilación | #### Componentes principales del kit de instilación ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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#### Componente principal | #### Descripción | #### A | Vial con polvo | #### B | Funda protectora | #### C | Bolsa de disolvente con solución de cloruro de sodio al 0,9 % (9 mg/ml) |        C1 | Conector para vial con tapa protectora y precinto de rotura |       C2 | Conector para catéter Luer-Lock con tapa protectora y precinto de rotura |       C3 | Pinza de presión |      C4 | Puerto de llenado sin función de aplicación | #### E | Bolsa para desechables | #### F | Conector Luer-Lock a cónico | #### Conexión del vial a la bolsa de disolvente 1.              Prepare la bolsa para desechables (E) para la eliminación directa del kit tras la instilación para evitar una contaminación. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 2.              Retire la cápsula de cierre extraíble del vial (A) y desinfecte el tapón conforme a la normativa local. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 3.              Abra la funda protectora (B) de la bolsa de disolvente (C) y retire completamente la funda protectora. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 4.              Retire la tapa protectora del conector para vial (C1). ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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5.              Presione el conector sobre el vial hasta el tope. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) #### Mezclado del polvo con el disolvente 6.              Doble el precinto de rotura dentro del tubo del conector para vial (C1) hacia arriba y hacia abajo varias veces para romper el precinto. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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7.              Sostenga la bolsa de disolvente de manera que el vial esté por debajo de ella. Comprima la bolsa de disolvente varias veces para transferir suficiente cantidad de disolvente al vial. Asegúrese de no llenar completamente el vial para permitir la posterior transferencia de la suspensión a la bolsa de disolvente. Puede quedar cierta cantidad de disolvente en el interior de la bolsa. Remueva el vial lentamente para reducir al mínimo la formación abundante de espuma al mezclar el medicamento con el disolvente. Si hay mucha espuma, deje reposar el vial brevemente (varios minutos). El contenido del vial tiene que formar una suspensión homogénea. Esto puede llevar varios minutos. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) 8.              Invierta la bolsa de disolvente y sosténgala de forma que el vial esté por encima de ella. Sostenga el vial. Comprima la bolsa de disolvente varias veces hasta que el vial esté completamente vacío. Si queda polvo en el interior del vial, repita los pasos 7 y 8. Desde un punto de vista microbiológico, el medicamento se debe usar inmediatamente. Si el medicamento no se usa inmediatamente, consulte la sección 6.3 “Periodo de validez”. La suspensión no se debe instilar a temperatura de nevera con el fin de evitar que el paciente sienta la necesidad de orinar, lo cual acortaría el tiempo de exposición. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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#### Sondaje 9.              Sonde al paciente conforme a la normativa local y a las instrucciones de uso utilizando un catéter y un lubricante adecuados. Vacíe la vejiga urinaria con el catéter. Este envase no contiene un catéter. Utilice el conector (F) incluido para conectar la bolsa al catéter del paciente con un conector cónico (no mostrado). Para ello, se deben realizar los siguientes pasos adicionales: - Retire la tapa protectora del conector para catéter (C2, ver paso 10). - Conecte el conector (F) al conector para catéter (C2) de la bolsa. - Conecte con cuidado la bolsa con el conector (F) al catéter del paciente. - Luego, continúe en el paso 11. #### Conexión del catéter a la bolsa de disolvente 10.              Para mezclar los sedimentos que pueda haber, gire y remueva la bolsa antes de conectarla. No administre la suspensión a temperatura de nevera. Retire la tapa protectora del conector para catéter (C2). Conecte el catéter del paciente al conector para catéter (C2) de la bolsa de disolvente. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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     ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) #### Instilación 11.              Doble el precinto de rotura dentro del tubo del conector para catéter (C2) hacia arriba y hacia abajo varias veces para romper el precinto. Sostenga firmemente el catéter del paciente mientras lo hace. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) 12.              Sostenga la bolsa de disolvente con el vial invertido por encima de la bolsa. Comprima la bolsa de disolvente suavemente con la otra mano para instilar lentamente el medicamento en la vejiga urinaria del paciente. Continúe comprimiendo la bolsa de disolvente hasta que esta y el vial estén vacíos. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAUEBAQEAwUEBAQGBQUGCA0ICAcHCBALDAkNExAUExIQEhIUFx0ZFBYcFhISGiMaHB4fISEhFBkkJyQgJh0gISD/2wBDAQUGBggHCA8ICA8gFRIVICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICD/wAARCAFgAL0DASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD7LooooAKKKKACiiigAooooAKKgvLy10+zku7yYRQR43MQT1OAMDkkkgYrM/4SnRf+e1x/4CTf/EVSjJ6pEuSW7NqisX/hKdF/57XH/gJN/wDEUf8ACU6HuVWupI9zBQ0lvKi5JwMkqAOTT9nPsHPHubVFFFQUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYfinnRYh3N9Zgf8AgTHW5WF4p/5Bdn/2ErL/ANKY63a0fwL1f6Ga+N+i/UKwvF3/ACKV7/wD/wBGLW7WF4u/5FK9/wCAf+jFopfHH1Cp8D9DdooorM0CiiigAooooAKKKKACiiigAooooAKKKwte146c0en6fGtzqtwuYoifljXoZJD2UfmTwPaoxcnZCbUVdljVte0/SHihn8ya6myY7a3TfI4HU47D3OB71lt4o1Jv9R4XuQP+m9xEn/oLNVKw09bMy3E0zXV9cENPdSD5pD6eyjso4FXq6lCC0tcwvJ9bDD4i8QkDy/DtoP8Af1Ej+URqJ9U8WXH3Bpenj/dkuT+eUH6GrBIAJPAFFO0VtELN7soNa6tcc3niS/f1SDZAv4bV3f8Aj1J/Ztwp3Q69q0R7H7UX/RwRTNDup7rTW+1PvuIJ5YJGwBuKOVB49QAfxrQmljggkmlYLHGpZiewAyat3T5SUotXMPULnW2hsI5NZt9Qsxqlmjl7cCUEXKAjcjBcgjB+WvR68tto3TwvoskqlZbnUrS6dT1DSXaSEfgWxXqVZYhWsvN/oOju35L9QrC8Xf8AIpXv/AP/AEYtbtc/41mjt/BeozynEcaq7EDOAHUmsKX8SPqjWr8EvQ6Cio4Zobm3juLeRZYZVDo6nIZSMgipKzNAooooAKKKKACiiigAooooAKKKKAMXXtdGlpFa2sQutTuci3t84HHV3PZB3P0A5NYen2BtPNuLiY3N9cnfcXDDBkPYD0UdAOw/OiwsXt3lvLyb7VqNyd09wRjPoqj+FB2H4nJJNXq7UlBcsTn1k+aQUUVVvNRsNPCG+vYLUSHCmaQIGPtmhK+w27aspeKP+RO1r3sph+aGtWPiNfoKxPEV1bXPg7WGt7iKYfY5T+7cN/AfSp9Y1JrTS1Fmyte3LCC2Ungu3c+wGWPsDWvK3FLz/wAjO6Um/JfqZlhNq/8AaOs/2VZ2k1o16dss9wyfMEQOAoQ5AYNznrmpNRsL6+gW01zWUt7a7byRBYw7TITk7S7bjjAPQCtK3/szQNGgt5byKGCBdplmkC7j3Yk9yck+5rCn1uPUvEdsbOzvL60sAZUaCA7ZZmBUYdsLhVLd+rD0rRXbvFbdTJ2StJ6voJ4k0bX4tG+0aHq93d3drNFcR21wI2WQxuHA4UHOVHeuGX43ePmkhjXS9NZp2CxgW8h3knGB8/PPFelm48WXh/0exsdMjP8AFdSNNJ/3wmF/8eNc5afCnR475b28v7qWVZfOVID5MaPnOVAyw5/2q6KU6Ki1XSfb+kc9anVlJOi2u/8ATOUX45eOnaVU07TGMSlnAt5PlA4JPz1Pb/EX4ieNZo/DcGl6dm+2tkQuvyAhi2S5+X1/xruv+Fc+DPs0kC6Kq+YpVpBLJ5hz/tbs/rWDovhmfwJ40S905v7RFxEY7ZLjAYqoy0Qb+FtoyrdDtIOOta+0wrTdOCUltcxdLEpr2k7p72PXvD+lvougWunSSrLLGC0jIu1S7MWbaOy5JwOwxWpVPTNStdW02K/tGYxyZ+VhhkYHDKw7EEEEeoq5Xz0ruT5tz3I2UVy7BRRRUlBRRRQAUUUUAFFFFABRRRQBy9FFFdpiFIyq67XUMPQjIpaKAM2XQNCncvNotjIx6lrdCT+lM/4Rrw6SCdCsMjp/oycfpWrRVc8u5HLHsZ8Gh6NazCa30mzhlXo6QKCPxxVyd5I7eSSKLzpFUlY843HHAz2qSik23uVZLYrWF7DqOnwXtvny5lDAMMFT3UjsQeCPUVZrN0e0ms4LtJkCeZdzSooOcKzkg/jnP41emnht4WmuJkhiUZZ3YKAPcmnJLmshRb5bskrn9Ulu7jxNpdppmny6hNZl7mZYmVRGGRo03FiAM7mPr8p4rn2+Jukap4vsfCPhm4W6vryQxG8KkwwYBJPYueO3HvXqujaLbaLZtDC7zTSt5k9xLy8z9NzY46AAAcADAqpqVCzmtXsjKE417qm9E9Wcjofi3w/olheR6rqAjuTdTS3AigleOE7sFd4TBxt5PTOa9B6jIrwTU9I1iW11y3imsxA9zeLlg24Ayv8Ah3r3peEA9qzxVOEbSi9y8PKTupLYWiiiuI6gooooAKKKKACiiigAooooA5eiiiu0xCiiigAopskiRRtJI4RFBZmY4AHqaoWdrf8Aib97DNJp+inpMo2zXY/2M/cT/a6ntgYJdur2Jb6LcW51izt7n7HH5l5e/wDPrar5kn1IH3R7tge9SLB4suf9To1pZqf47u7yy/8AAUUg/wDfQrqNP0vT9JtBa6daR20Q5wg5Y+pPUn3PNXKydZL4V95ShJ7s5JPC2sXH/IR8TOinqlhbLD/485c/liq3iDwfoVv4S1m4aza9uksZzHNeyNcMjeWcFd5O0/TFdtWV4l/5FDWf+vKb/wBFmiFabktf0JnTjyPQ+Vvhr4P8UaZ8ZdOutR0K8tLeyvGWaWWIqillYLgng5z2zX19Xjeg+Pk8QfEnWdIbVjdWa31q2lxeSVwqhhNztB4Yp9714r2SuzMqtSrUi6is7L/P9Tiy2lTpU5Rpu6u/8v0PKLr/AI99X/6+rr/0a9erjoK4i6A/4Vr4kOOfM1Dn/ttJXbjoK460rper/Q7qej+SCiiiuY3CiiigAooooAKKKKACiiigDl6KKK7TEKhuru3sbV7q7mWGGMZZm6VDf6lBYLGrh5riY7YbeIbpJm9FH8yeB1JAq5pPh6eW6j1bxBskukO63tFO6K19/wDaf/a7dvUt2iuaRN23aJU0/RbrXpEvdbga301SGh0+QYaX0eYfyT88ngdmBgYHAoorlnNzZrGKiFFFFZlhWV4l/wCRR1n/AK8pv/RZrVrK8S/8ijrP/XlN/wCizV0/jRFT4GebaN4FuNA+I2qa5PAiW1xfp9jYEEsskhdx6jGFFevVla1007/r9i/ma1a1rVZVbSkZUacad4xOIuv+SaeJP+umof8Ao6Su3HQVxF1/yTTxJ/101D/0dJXbjoKVTb5v9Cob/JfqFFFFYGwUUUUAFFFFABRRRQAUUUUAcjdXVtZWz3N5OkEKfeeRsAVWt4dc1zmxiOk2J/5e7mPMsg/2Ij0/3n/75Na2m+F7e3uU1DVJjqeoryski4jhP/TNOi/U5b3roa6pVVH4dTBQlL4tDJ0rw/p2kyPPCsk93INr3Vw/mSsPTJ6D/ZGB7VrUUVzOTk7s2SSVkFFFFIYVzltqfiHVllk0600+1t0mlgElxK8j5R2QkoFUDlc/ero6wdFP2bW9d01vlP2gXcS+sciDJH/bRZK0hazdjOV7pXF/s3xJJ/r/ABLHF/162Kp/6Gz1meItCuh4U1d5vEuqykWcxxuiUHCHjCxjit++13R9MlEN9qVvBMRkRM43keyjn9KwPEXirRZPCmrrG925azmAK2M5HKEddmK2p+0ck0vwMqnIotN/iQ6v4ZnQWH/FVa4+68jX5po+OvI/d9a0v+EVnPXxbr3/AIERj/2nWRqfjrw7dfYFtn1CVxdxttGmXIJAz0zHzWx/wmWln7tjrDH0GlXI/mlW1WSWn4ERdFyev4nJ3Ggsvw41+Rtb1RzG18MGcYbEsnJAXnPeuxXw3hADr+snjqbr/wCtXC3XjLQx4D1/T3a7ju5JL0CJrSQEFpXIB+XAPNd0vie2Kg/2VrHT/oHS/wDxNVVVVLbq/wBCabpN7rZfqL/wja/xa5rDD0+2EfyFUtSt9U0OCC6s9eubiNrqCFre8VJAweVUOGADA4bPU1cPivS4xuuoNRtEzgyT2EyIvuzbcAe5OKXxB++vdCsu01+rt9I43k/9CVaxTnzLn2Nmocr5DdooormOgKKKKACiiigAooooAKKKKACiiigAooooAK53xRnTYU8TwOqT6cp8xWbAuISRuj+ucFf9oAdzXRVx+vOdS8U22mtza6fEt3IvZ5WJWMH/AHQrNj1KntW1FXkZVPhKGieKtBtfFNzZTS+RJq83nW8tzC0ErOQAYXDgHIx8vUEHHUc98yq6MjqGVhggjIIrzzWpPt0o0KGwtr2SWPzJftXMUKZwCQOSSc4Ax0PIxS6bpviG1sFs7nxZdNGhPlrBEilV7LucOxA9Sc10VKUZWknZ+ZjCco3ja53Mem6dDKssOn20ci9GSJQR+OKgu9e0PT5fKvtYsraT+5LOqt+RNco2h2k//H9cXt96i5u5HU/8Bzt/SrVrpun2Mfl2VjBbL6RRhf5Vn7OPVtmilLokjdtF8PaqGu7JdPvvmy0sQSTn3I71q1w91o1hdTi68o292v3bm3YxSr/wJeT9DkVPb61rWj/JqcbavYj/AJeYEAuIx/toOH+qYP8AsmlKlf4WCny/EjU8Wnd4ZntF+9evHaLj/po6of0JP4UlwftPjqxhHIsbOWd/ZpGVE/RZKytY8RaNdzaPcQ30c1nBJJfSmP5jiNdgTb13b5UwuM5FbWg2V1FFcalqS7dRv2EkqZz5KDhIgf8AZHX1Yse9FnCGvn+OgrqctPL/ADNmiiiuY6AooooAKKKKACiiigAooooAKKKKACk3Lv2bhuxnHfFJK/lwvJjO1S2K+WdS+P13eeNNE1WHSDYwafJJFcxibf58T7Qw6DBG3I9wK7MLg6uJb9mtv6RxYrGUsKl7R7/0/uPqiuJ1Zv7I8WT3V4NlnqaxrHcH7qSqCvlse2Rgg9zkdcZ66yvbXUdPt7+ymWe2uI1likXoykZBrl/FiR6rq9j4fuV8yxMT3VzETxLghUVvVcljj1UVnR0nZ/M3q6xTXyMyBha+MryObg30EbwMf4vL3B1/DcD/AMCNbdcvd6JqMdqLKFU1GxRg8AmnaK4tSOmyQA5x2zg9iTVaO/8AHNiwRtBGqQDu1xFFL+JztY/8BWuxw5tU0c6ny6NM7GisOHXrxgPtXhnVLZscjEUgH4o5qrP4taG7W2fQb+33HCz3eyGHPu+SB+NR7OT2LdSKV2dNRWBbXV5pN5dP4kgaz+2Tb4Zg/mWwXaFVd4+6eMncBkk4zW/1GR0qZRsXGVzJvvDul397HqDQm3vo2DJdQHZICOmezY9GBq1HrWsaI6yarP8A2ppnSSdYQs1uP7zBeHX1wAR15q5RRe6tLVC5bax0Z0sUsU8CTwyLJFIoZXU5DA9CDTlZXQOjBlYZBByCK8F+JPi27+H3hu40vRrpANYDrDASd9mT994/RTk8dmOR3FbPwf8Aik3jCZfDR0cWn9m2CHzvO3+Zt2p0wMetOWBqKi68dYmCx1L231eT949iooorzz0AooooAKKKKACiiigAooooAiuf+PSb/cb+VfnZcf8AH1L/AL5/nX6KXClraVVGSUIA/CvhC88B+LrfX7LTLvQrq1uNSnMVssqY8w55/AZyfavp8inGPtOZ22/U+Xz+nKfs+VX3/Q+gP2cNc1fUPCeoaTeQu9jp0qi2uG6DdktH+HX/AIF9K9F8TK+m6zBr0gJsWh+y3LAf6jDFkkP+zkkH0yD0zV7wb4Xs/B3hGx0GywwgTMkmOZZD95j9T+mKf4tuprbwzOtuxWe5eO1Rh1HmOEJ/AEn8K8itWjVxUp01o3/X+Z7OHpSo4aMJu7S/r/IqAggEHIPeisC20S+0aFLfQb9RZooVbW9DSqmP7j5DAex3D0xU32zxDD/rtEgnHrbXfJ/B1X+dPk/lf6Gqn/MjZprokkbRyIHRhhlYZBFZP9uTR/8AH1oOpw/SNJR/44zUn/CSWX/PnqZb+7/Z8/8APbj9aXJLog549WanhhUjuNW8OyKJrGBY5oY5BuCRy7wY8H+EGNsDsGx0FZGsaTqPhy6tW0/U2h0GSXy3RoVkNqzMNqgnGEJO3nO3I7dL/gu+iutR1SW7SWz1O4ZSLOdCrJAnyqQejZLEkqSBuAror+Szvrp/Dt1C0q3drI8n90JlVIPud3H0NRKThVfbr924KKlTX4feZVFZuhyzSaSkdy5e4tne1kc9WaNyhY/Xbn8a0qbVnYpO6ufHHxH1jVNZ8f6nLqkTwSQSmCOBv+WSKcAfj19812PwB1iPRfG2oXVzC7Wps9s0qc+Qu9fnI/u56+nXoK6L46+C/Ngj8Y6fFmSPEV6qjqvRX/Dofw9KrfA/w3ruleI7zUNS0qe2tLiyxFLIuFfLKRj8K+pnWpVMA7aaWsfIQw9WnmKvrre/qfUcckc0SSxOskbgMrKchgehBp1cJbxahoEjS6EFmsyS0mmyNtTJ5Jib+A+x+U+3Wun0nXtP1gOlu7RXMf8ArbWZdksf1U9vcZB7Gvjp0nHVao+zjO+j0ZqUUUViaBRRRQAUUUUAFFFFABWfcaPY3Wt2WsXEXmXVkkiQE9E343Ee+Bj8TWhRTTa2E0nuFZPiHTZtU0Z4bWRY7uN1ngZvu70O4A+xxg/WtainFuLTQNXVmcXp2oRahbF1UxTxsY54H+/C46qw9R+vUcVcrnr3RdM8ReLtR1TUrYTNZS/ZLcAldoCKWJxjJLE9c4AGKs/8I1pIx5a3UOP+eV5Mn8mrvah3OVOfb+vuNiisb/hG9PPElxqMo9H1Ccj/ANDrnfEEdzouo6db6ZrN9bw3Ky74TN5uNu3DAyBiBzj8RTjBTfLFhKcoq7RreINUOn69ojWe1r6OSSVge0PlsrZ9ixT8R7VSXxpqX/CWXt2LeAmO0hh5BwDudj391rHgijieSZppJ55cGSaZtzvjpk+g9BwKy7aVftmrPnJNyF/ARJ/9euyNKLVmr6fqc7nK9+7/AEO18LatJqOqa4k0aRuZ0uQidAHTBx/wJGP411NeVaHq1vpHi+2muplht7yNrV3c4Af7yEn8GH/Aq9VrmxEOWWmzNqMrxa7EF5aW9/Yz2V3Es1vOhjkRujKRgiiytY7HT7ayiJMdvGsSlupCjA/lU9FYXdrG1le4VSvtNt74xylnguoeYbmE7ZIj7H09Qcg9wau0UJ22Bq+jIbfxHqmmKI9csmvIF4+22KFj9Xi6j/gO76CuksNRsNUtBdaddxXUBON8TBgD6H0PtWDWfcaRazXRvbdpbG+6farVtjn/AHuzD2YEVDhGXl/X9f5AnKPmdxRXGx6/rekJnVrdNUtE63NsBHKg9WjJw31Uj2WtrQvE+ieJI5n0e8M/kbfMVo2jZN2cZDAHnB/I1jKlKK5rady1Ui3bqbFFFFZGgUUUUAFFFFABRRSMwVSzHAAySe1AHEeIyvhvV31oqZLDUGRJ44+XSYDarqvVtygAgZPyggHJrB1L4ieG9NujZu91NdKAWhjtmVkB6Z3hQK2NQub3/hEtZ8dQwma+FpK+loV3C3hwdrhf7zDDnvjA7V82w3bzSPcTTNNLKxd5XbczsepJ7mvdwmHVZPn6af16Hk167pySj11/r1PZJvifHIpGm6HOW7NdyJGv/jpY/wAq5x9Ru9Q1B9R1G4E1yy7BtG1I0znao9Pc8n8q5KG4xjmr8d1713qhCHwox9rKXxM6cXfH3qyIrrydUvrdjzMwuEPqCoUj8Cv6iq32rjrVK+ZpfLmhYLPCcoT0I7qfYj+lOMBSl1LuoXIjjFwYxL5DLN5ZGQ+052475xj8a9p0mwSzQPZX0sunSIGhgf5xHnkbWPO3HY5x2x0rwO4u1CFnYBQOSele3+B53uPAejtIrLIluInV1IYMnyEEHocrXLjItQTNsO06jR0VFFFeSeiFFVra+t7ua5jt2L/ZpPKdsfLuwCQD3xnn0PFWaGrCvcKiuLiG0tpLm4kCRRruZj2FS1zc4/4SDXTZ9dNsGBl9Jpey/QVcY332E3YSC0uPEcgvdSDxabnMFpnBkH95/wDCup8M6Lpul3Wo3Nhb+S935fmKGJXK7sYUnC9T0xUfQYHArU0j/lt/wH+tRVm3FpbDjFXT6mpRRRXEbhRRRQAUUUUAFYfiiSRtIXTIGKz6nKtmhHUK3Mh/CMOfwrcrI1bSbi/vLK+s9Q+yXNnvMe6ISxtuABJXg5xkAgjqa0ptKSbIndxaRqRxRxwrDGgWNVCqoHAA4xXm+vfBnwvqtzJd6dJPo08hLMLfDRE+uw9PopFdd5viy14ktNO1Nf70Ur2zf98sHH/jwo/4SGaE7b/w/qlsf70cIuFP/fosfzArWnKrTfNTl+P6GVSNOorVF/XqeZr8CZF6eLj/AOAH/wBsryqw0O5ujYRjUdjXEkKb9rnG9lGcb8Hr6V9RDxZooOJpLq2P/TxZzRf+hIK+bNG1fS0uNH8zUbdNlxbFt0gG3DrnOele1g6+Impc/S3T18jy8TSoQa5fPr6eZ6V/wpS8/wChqj/8AT/8cpR8Erg/6zxYB7LY/wD2yvTV8U+GZATH4i0xh7XkZ/rQ/ijwzGu5/EOmgf8AX1H/AI15v1vFd/wX+R3/AFfD7/q/8zmNA+FHhnRbqO8uvO1a7jO5HuiNiH1CABfzzio9NurW313XNHa5jFxFfySLCWAcrIFlyB6ZcjPtXSf8JRb3Hy6RYXuqOfutFAyRH/to+Ex9CaitvDsd9HfT+I7O0uJr2VZTAq7lg2qFUBjyWwPvDHt0qPazd3Wf9ehShFWVJf16kVZGrX8/mppGmNnUbhc78ZFtH0MjfrtHc+2SNhvCHlZOna7qNr6JI6zoP++wW/8AHqybXwz4i0NJ5LaWy1l5nMkzuGt5pD9cspwOAPlA9qcJU97jlz7WLlhY2+nWEVlbKRHGMZJyWPUsT3JOST6mrNUrLUYrySSBopba7hx5ttOuyRM9DjuPRhkH1q7Sd76lK1tDO1u/OnaPPcJzLjZGPVzwKdo+nrpulQ2vWTG6Rv7znkms/Vf9M8SaVp/VIy11IP8Ad4X9TW/VvSKXcS1k2Famkf8ALb/gP9ay61NI/wCW3/Af61hP4TSO5qUUUVymoUUUUAFFFFABRRRQAUUVja/fXENvDpunNjUdQYxQnGfKXq8p9lXn3JUd6qK5nYTd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13.              Comprima la bolsa de disolvente para expulsar el aire restante para vaciar el catéter en la mayor medida posible. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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) #### Tras la instilación 14.              El cierre de la pinza de presión (C3) impide un reflujo de líquido al catéter y reduce al mínimo el riesgo de contaminación. De forma alternativa, puede mantener comprimida la bolsa de disolvente mientras realiza los pasos 15 y 16. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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) 15.              Extraiga con cuidado el catéter de la vejiga sin desconectar la bolsa de disolvente del catéter. Evite la contaminación por salpicadura de gotículas. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION 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P/nj/wCPH/Gj+z7P/nj/AOPH/GiijmfcLIP7Ps/+eP8A48f8arroWlpq0erR2pS9RDH5qSMu5T2YA4Yemc47UUUc0u4cqfQ0qKKKkZ//2Q==) 16.              Elimine el producto conforme a los reglamentos nacionales utilizando la bolsa para desechables. El contenido del vial está previsto únicamente para un solo uso/una sola dosis. Se debe desechar la suspensión restante. ![Ilustración del prospecto de VEJICUR POLVO Y DISOLVENTE PARA SUSPENSION INTRAVESICAL](data:image/jpg;base64,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### 7. TITULAR DE LA AUTORIZACIÓN DE COMERCIALIZACIÓN medac Gesellschaft für klinische Spezialpräparate mbH Theaterstr. 6 22880 Wedel Alemania ### 8. NÚMERO(S) DE AUTORIZACIÓN DE COMERCIALIZACIÓN 64.882 ### 9. FECHA DE LA PRIMERA AUTORIZACIÓN/ RENOVACIÓN DE LA AUTORIZACIÓN Fecha de la primera autorización: 10/julio/2002 Fecha de la última renovación: 17/julio/2006 ### 10. FECHA DE LA REVISIÓN DEL TEXTO Marzo 2025 * Información dirigida a profesionales sanitarios. La ficha técnica oficial es la publicada por la AEMPS. [Ver ficha técnica oficial en CIMA](https://cima.aemps.es/cima/pdfs/ft/64882/FT_64882.pdf)